<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7208131092868241589</id><updated>2012-01-23T23:23:52.708+01:00</updated><category term='ÖAW'/><category term='report'/><category term='Research'/><category term='Projects'/><category term='awards'/><category term='GI_Forum'/><category term='Call for Papers'/><category term='publication'/><category term='events'/><category term='editorial board'/><category term='Z_GIS'/><category term='digital:earth'/><category term='Tempus'/><title type='text'>GIScience - connecting the Real and Virtual Worlds</title><subtitle type='html'>News and events, insights and learning opportunities from the Salzburg Research Cluster in GIScience.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>JStrobl</name><uri>http://www.blogger.com/profile/17386332633881413519</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>84</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-2424652919025266842</id><published>2012-01-23T23:23:00.000+01:00</published><updated>2012-01-23T23:23:52.796+01:00</updated><title type='text'>Dimensions and Directions of Live Geography</title><content type='html'>&lt;br&gt;In early February, Prof Josef Strobl will speak at the &lt;a href="http://www.indiageospatialforum.org/" target="_blank"&gt;India Geospatial Forum&lt;/a&gt; Plenary Panel on Dimensions and Directions of Geospatial Technology. Any comments on the position outlined below? Please email josef.strobl[at]sbg.ac.at ...&lt;br /&gt;&lt;hr /&gt;&lt;br /&gt;Within the many developments and innovations defining today’s emerging next generation of geospatial technologies, the perspective on real-time enabled applications is one of the most promising trends widening the scope of applied Geography and GIScience.&lt;br /&gt;&lt;br /&gt;Real-time, or ‘live’ applications first and foremost depend on online connectivity among distributed components in geospatial architectures, with a particular focus on mobile clients and sensors. Three use case scenarios shall illustrate the power and potential of live GIS:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;People as Sensors: the idea of volunteered geographic information has evolved from static database entries towards live citizen feedback, and spun off the phenomenon of huge amounts of involuntary geographic information derived from cell phone tracking. Being able to monitor crowds and to receive instantaneous feedback from citizens introduces a fundamental change in managing mobility, security and resources.&amp;nbsp;&lt;/li&gt;&lt;li&gt;Augmented Reality: mobile devices in vehicles, for field work and in particular in smart phones use current location, direction and movement for merging a real-time view with spatial database content like roads, underground infrastructure, parcel boundaries or architectural designs. Dynamic changes from the database (e.g., navigating to a new destination, different state of a utility element) are represented in the display and allow immediate adjustment of user actions.&amp;nbsp;&lt;/li&gt;&lt;li&gt;Sensor Webs: ubiquitous sensors, whether mobile or in-situ, increasingly serve as the ‘sensory skin’ covering our environments, infrastructures and the entire planet. Readings of meteorological, environmental and technical status variables as well as movement and change indicators are relayed back, facilitating appropriate reactions by stakeholders and public agencies.&amp;nbsp;&lt;/li&gt;&lt;/ol&gt;Many applications built on a live flow of data and live geoprocessing quite naturally are cloud-based, including generic as well as purpose-built clients. This not only enables dynamic, real-time visualization, but more importantly facilitates significantly shortened feedback loops for control and management. While obviously e.g. emergency scenarios are priority use cases for live geospatial concepts, numerous other application domains will benefit from real-time enabled architectures.&lt;br /&gt;&lt;br /&gt;Much of the true power of GIS is in live GIS, making us 'a&lt;b&gt;Live Geographers&lt;/b&gt;'!&lt;br /&gt;&lt;hr /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-2424652919025266842?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/2424652919025266842/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=2424652919025266842' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2424652919025266842'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2424652919025266842'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2012/01/dimensions-and-directions-of-live.html' title='Dimensions and Directions of Live Geography'/><author><name>JStrobl</name><uri>http://www.blogger.com/profile/17386332633881413519</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-2884340374256999047</id><published>2012-01-18T11:42:00.001+01:00</published><updated>2012-01-18T11:44:23.173+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ÖAW'/><category scheme='http://www.blogger.com/atom/ns#' term='events'/><title type='text'>Announcement: COGeo 2012 in Salzburg</title><content type='html'>&lt;br /&gt;&lt;b&gt;&lt;i&gt;2012, the COGeo event will be integrated into the &lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;a href="http://pangeo.sbg.ac.at/" target="_blank"&gt;PANGEO Austria 2012&lt;/a&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt; (September 15-20, 2012) conference.&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Session 18: State-of-the-art in geoscience 3D modeling – systems and applications, &lt;/b&gt;&lt;br /&gt;Robert Marschallinger &amp;amp; Fritz Zobl&lt;br /&gt;&lt;br /&gt;Geoscience data are intrinsically volume-related and a choice of software exists for the handling of static and dynamic, process-related solid models. This session welcomes innovative approaches to multi-dimensional analysis, modeling, simulation and visualization in the geosciences.&lt;br /&gt;&lt;br /&gt;Deadline for Abstracts (= deadline for presentations and posters): 30. 06. 2012&lt;br /&gt;Abstracts: max. 200 words / 1500 characters&lt;br /&gt;Submission are welcome in English and German!&lt;br /&gt;&lt;br /&gt;&lt;i&gt;The annual COGeo conference takes place in Salzburg and is mainly organised by the Institute for Geographic Information Science. Programme Chairs and Organization: Robert Marschallinger and Fritz Zobl (ÖAW-GIScience).&lt;/i&gt;&lt;br /&gt;&lt;i&gt; &amp;gt;&amp;gt; &lt;a href="http://www.cogeo.at/"&gt;www.cogeo.at&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&amp;gt;&amp;gt; &lt;b&gt;&lt;a href="http://pangeo.sbg.ac.at/" target="_blank"&gt;PANGEO Austria 2012&lt;/a&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-2884340374256999047?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/2884340374256999047/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=2884340374256999047' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2884340374256999047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2884340374256999047'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2012/01/announcement-cogeo-2012-in-salzburg.html' title='Announcement: COGeo 2012 in Salzburg'/><author><name>BBrunner-Maresch</name><uri>http://www.blogger.com/profile/15158946915168974436</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-3425742748881317075</id><published>2012-01-11T09:24:00.003+01:00</published><updated>2012-01-11T09:30:44.912+01:00</updated><title type='text'>GI_Forum 2012 - Final Call for Papers</title><content type='html'>&lt;span style="font-weight: bold;"&gt;GI_Forum 2012&lt;br /&gt;Geovisualisation, Society &amp;amp; Learning&lt;br /&gt;July 3 - 6, 2012 | Salzburg, Austria&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Audience.&lt;/span&gt; The interdisciplinary GI_Forum focuses on an international audience, communicating in English, and sharing an interest in translating theory, methods and techniques into a broad range of GI application domains. Young researchers are especially invited to contribute and discuss their research; together with established scientists they will find a vibrant community from academia, business, and education to analyse progress and to explore new research directions.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Themes &amp;amp; Application Fields.&lt;/span&gt; GI_Forum 2012 offers full-fledged, intertwined tracks on GIScience &amp;amp; Technology and Learning with GI with a focus on geovisualization, society and learning, and their inter-relationships.&lt;br /&gt;Keynotes by Sara Fabrikant, Muki Hakley, Alan MacEachran and Georg Gartner support the 2012 GI Forum special focus.&lt;br /&gt;We welcome theoretical, technical and empirical work. Topics within the special focus include, but are not limited to:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Advanced visualization and cartography&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Visual analytics&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Spatial information &amp;amp; society&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Critical GIS / cartography&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Education for Spatial Citizenship&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Spatial thinking in education&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Spatial Data Infrastructures for education&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;The GI_Forum further solicits contributions on emerging topics and research outcomes related to GIScience and GI-based education. Geospatial data acquisition, advanced spatial analysis and knowledge extraction, distributed and mobile services, SDI, global change &amp;amp; vulnerability, dynamic modelling and simulation, learning environments for secondary / postsecondary education, and research into learning outcomes, comprise by no means an exhaustive list of conference topics.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Submission: Types &amp;amp; Deadlines. &lt;/span&gt;GI_Forum 2012 gives authors choices about the type of submission they want to make in order to accommodate a variety of interdisciplinary contributions. Submissions must be in English language according to the formatting guidelines published at the conference website.&lt;br /&gt;&lt;br /&gt;February 1, 2012: deadline for submission of full papers / extended abstracts&lt;br /&gt;March 16, 2012: notification of acceptance&lt;br /&gt;April 20, 2012: final paper versions&lt;br /&gt;June 6, 2012: late deadline for submission of extended abstracts for poster presentation&lt;br /&gt;&lt;br /&gt;We will accept online submissions only, starting from December, 1st 2011 at &amp;gt; www.gi-forum.org.&lt;br /&gt;&lt;br /&gt;We are looking forward to your contribution!&lt;br /&gt;&lt;br /&gt;Josef Strobl              | Conference Chair&lt;br /&gt;Adrijana Car | Programme Chair&lt;br /&gt;Thomas Jekel |  Programme Chair&lt;br /&gt;&lt;br /&gt;&amp;gt;  office@gi-forum.org&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-3425742748881317075?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/3425742748881317075/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=3425742748881317075' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/3425742748881317075'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/3425742748881317075'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2012/01/giforum-2012-final-call-for-papers.html' title='GI_Forum 2012 - Final Call for Papers'/><author><name>DW</name><uri>http://www.blogger.com/profile/17135972920628185338</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://4.bp.blogspot.com/_aFj1X_TsEKU/TOoYrzF02zI/AAAAAAAAAAs/v7aISze7zqU/S220/Dani_pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-8578336098851002448</id><published>2011-12-08T22:51:00.017+01:00</published><updated>2011-12-15T18:31:22.399+01:00</updated><title type='text'>Geospatial World Forum 2012 - Z_GIS as Strategic Partner!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-c-gLQZcYW_s/TuoT8YeeLOI/AAAAAAAAAFQ/moRDhgPb5-k/s1600/GWF-12_banner-NEW.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 158px; height: 122px;" src="http://4.bp.blogspot.com/-c-gLQZcYW_s/TuoT8YeeLOI/AAAAAAAAAFQ/moRDhgPb5-k/s320/GWF-12_banner-NEW.jpg" alt="" id="BLOGGER_PHOTO_ID_5686379407592008930" border="0" /&gt;&lt;/a&gt;The Centre for Geoinformatics at the University of Salzburg is a &lt;strong style="font-weight: normal;"&gt;strategic instituti&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;onal partner in &lt;a href="http://www.geospatialworldforum.org/" target="_new"&gt;Geospatial World Forum' 2012&lt;/a&gt; being held in Amsterdam, Netherlands &lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;from 23rd to 27th April, 2012&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Z_GIS has been invited to organise a key seminar on '&lt;a href="http://geospatialworldforum.org/2012/realtime.htm" target="_new"&gt;Realtime Geoinformatics - Live Geography&lt;/a&gt;' and &lt;/strong&gt;&lt;strong&gt;Prof. Josef &lt;/strong&gt;&lt;strong&gt;Strobl (Director of Z_GIS) serves as &lt;a href="http://geospatialworldforum.org/2012/speakers.htm#real"&gt;the &lt;/a&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href="http://geospatialworldforum.org/2012/speakers.htm#real" target="_new"&gt;chair of this seminar&lt;/a&gt;. It will bring together industry leaders like Prof. Henk Scholten (&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;CEO,  Geodan, the Netherlands), &lt;strong&gt;Prof. Euro Beinat&lt;/strong&gt; (VP, Location Solutions, Zebra Technologies, USA), &lt;strong&gt;Steven Ramage&lt;/strong&gt; (Executive Director, Marketing and Communications, OGC) and many more.&lt;br /&gt;&lt;strong style="font-weight: normal;"&gt;&lt;br /&gt;&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt; &lt;/strong&gt;As  the premium global geospatial industry event, Geospatial World Forum   will attract stakeholders, service providers, policy makers as  well  as end users to a common platform for debate, interaction and global networking.&lt;strong style="font-weight: normal;"&gt;&lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-8578336098851002448?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/8578336098851002448/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=8578336098851002448' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/8578336098851002448'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/8578336098851002448'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/12/geospatial-world-forum-2012-zgis-as.html' title='Geospatial World Forum 2012 - Z_GIS as Strategic Partner!'/><author><name>Shahnawaz</name><uri>http://www.blogger.com/profile/12479984478139797735</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-c-gLQZcYW_s/TuoT8YeeLOI/AAAAAAAAAFQ/moRDhgPb5-k/s72-c/GWF-12_banner-NEW.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-7426811607540110758</id><published>2011-11-25T08:13:00.003+01:00</published><updated>2011-11-25T08:24:06.633+01:00</updated><title type='text'>Doc-fForte-fellowship for Antonia Osberger</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/--AgKM8pevGE/Ts9COVtByWI/AAAAAAAAAB8/8nFyCjonrts/s1600/Antonia2.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 173px; height: 212px;" src="http://4.bp.blogspot.com/--AgKM8pevGE/Ts9COVtByWI/AAAAAAAAAB8/8nFyCjonrts/s320/Antonia2.jpg" alt="" id="BLOGGER_PHOTO_ID_5678830469249091938" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Antonia Osberger is a recipient of a DOC-fFORTE-fellowship of the Austrian Academy of Science for a period of three years. Her dissertation project has the topic: &lt;span style="font-style: italic;"&gt;"Object-based image analysis for monitoring the impact of natural stressors in Alpine forest habitats"&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;The fellowship is financed by the Federal Ministry for Science and Research within the initiative “Women in Research and Technology – fFORTE”. The purpose of the programme is to enable young, excellent female doctoral candidates from the natural and life sciences, from mathematics, medicine and technical sciences to carry out their dissertation project.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-7426811607540110758?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/7426811607540110758/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=7426811607540110758' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/7426811607540110758'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/7426811607540110758'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/11/doc-fforte-fellowship-for-antonia.html' title='Doc-fForte-fellowship for Antonia Osberger'/><author><name>SDuerr</name><uri>http://www.blogger.com/profile/15886798001931232081</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/--AgKM8pevGE/Ts9COVtByWI/AAAAAAAAAB8/8nFyCjonrts/s72-c/Antonia2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-806335841820692584</id><published>2011-11-17T14:02:00.000+01:00</published><updated>2011-11-17T14:02:48.239+01:00</updated><title type='text'>ITB Indonesia invited Z_GIS for a conference keynote!</title><content type='html'>&lt;div&gt;&lt;a href="http://1.bp.blogspot.com/-QK-hTd4-krU/TsEn4yCq5nI/AAAAAAAAADw/xIT9sCk4ZBo/s1600/ITB-02.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5674860861922666098" src="http://1.bp.blogspot.com/-QK-hTd4-krU/TsEn4yCq5nI/AAAAAAAAADw/xIT9sCk4ZBo/s320/ITB-02.jpg" style="cursor: hand; float: right; height: 180px; margin: 0px 0px 10px 10px; width: 240px;" /&gt; &lt;/a&gt;The &lt;a href="http://www.itb.ac.id/en" target="_new"&gt;Institute of Technology Bandung, Indonesia&lt;/a&gt; organised '&lt;a href="http://crs.itb.ac.id/?p=102" target="_new"&gt;The 4th International Remote Sensing and GIS Workshop Series on Demography, Land Use-Land Cover and Disaster&lt;/a&gt;' on 10th November, 2011 and invited &lt;a href="http://www.uni-salzburg.at/" target="_new"&gt;Z_GIS&lt;/a&gt; from University of Salzburg for giving the leading keynote presentation. Dr. Shahnawaz, on behalf of Z_GIS, gave the presentation on '&lt;i&gt;Environment-Development Interface in Mountain Ecosystems&lt;/i&gt;' and discussed &amp;nbsp;the socio-economic dyamics of Himalayan societies. His specific case study from the Western Himalayas followed an ecosystem approach and analysed the interplay of human activities as a response to the local natural environment. The presetation was supported with various spatial models and the dynamics of various changes from 1881 to 2011 were demonstrated through an integrated simulation.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-806335841820692584?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/806335841820692584/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=806335841820692584' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/806335841820692584'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/806335841820692584'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/11/itb-indonesia-invited-zgis-for.html' title='ITB Indonesia invited Z_GIS for a conference keynote!'/><author><name>Shahnawaz</name><uri>http://www.blogger.com/profile/12479984478139797735</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-QK-hTd4-krU/TsEn4yCq5nI/AAAAAAAAADw/xIT9sCk4ZBo/s72-c/ITB-02.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-4362753332145460722</id><published>2011-11-15T15:09:00.001+01:00</published><updated>2011-11-15T15:10:47.510+01:00</updated><title type='text'></title><content type='html'>&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-4362753332145460722?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/4362753332145460722/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=4362753332145460722' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/4362753332145460722'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/4362753332145460722'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/11/schallschutz-raumakustik-korperschall.html' title=''/><author><name>Dagmar Baumgartner</name><uri>http://www.blogger.com/profile/15974363156338889102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='http://3.bp.blogspot.com/-BB8MndJ7IjM/TgNsTterwFI/AAAAAAAABoc/GC5D_qvKL2A/s220/Dagmar_web.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-1687112795589060050</id><published>2011-11-09T09:48:00.004+01:00</published><updated>2011-11-15T16:17:20.126+01:00</updated><title type='text'>GI_Forum 2012 - First Call for Papers</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-oqHagTv7Ca4/Tro_ntVDcdI/AAAAAAAAABw/kZCY1Mayn-Y/s1600/CallforPapers_2012.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" id="BLOGGER_PHOTO_ID_5672916632041910738" src="http://2.bp.blogspot.com/-oqHagTv7Ca4/Tro_ntVDcdI/AAAAAAAAABw/kZCY1Mayn-Y/s320/CallforPapers_2012.jpg" style="float: left; height: 66px; margin-bottom: 10px; margin-left: 0px; margin-right: 10px; margin-top: 0px; width: 320px;" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="  font-weight: bold;font-family:Arial, Helvetica, sans-serif;font-size:100%;"  &gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Linking Geovisualization, Society &amp;amp; Learning&lt;/span&gt;&lt;/div&gt;&lt;span lang="EN-US"  style="font-size:85%;"&gt;&lt;span class="Apple-style-span"  style="font-family:Arial, Helvetica, sans-serif;"&gt;GI_Forum 2012 offers full-fledged, intertwined tracks on &lt;i style="mso-bidi-font-style: normal;"&gt;GIScience and -technology&lt;/i&gt; and &lt;i style="mso-bidi-font-style: normal;"&gt;Learning with GI&lt;/i&gt; with a focus on geovisualization, society and learning, and their inter-relationships.&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span"  style="font-family:Arial, Helvetica, sans-serif;"&gt;&lt;span lang="EN-US"  style="font-size:85%;"&gt; We welcome theoretical, technical and empirical work. Topics within the special focus include, but are not limited to:&lt;/span&gt;  &lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt; Advanced visualization and cartography&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt; Visual analytics&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt;             Spatial information &amp;amp; society&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt;Critical GIS / cartography&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt;Education for Spatial Citizenship&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt;Spatial thinking in education&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span class="Apple-style-span"  style="font-family:Arial, Helvetica, sans-serif;"&gt;&lt;span lang="EN-US"  style="font-size:85%;"&gt;Spatial Data Infrastructures for education&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;"&gt;&lt;span style=" ;font-family:Arial, Helvetica, sans-serif;font-size:85%;"  lang="EN-US" &gt; The GI_Forum further solicits contributions on emerging topics and research outcomes related to GIScience and GI-based education. Geospatial data acquisition, advanced spatial analysis and knowledge extraction, distributed and mobile services, SDI, global change &amp;amp; vulnerability, dynamic modeling and simulation, learning environments for secondary / postsecondary education, and research into learning outcomes, comprise by no means an exhaustive list of conference topics.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 3pt; text-align: justify;"&gt;&lt;span class="Apple-style-span"  style="font-family:Arial, Helvetica, sans-serif;"&gt;&lt;span lang="EN-US"  style="font-size:85%;"&gt; We will accept online submissions only, starting from December, 1&lt;sup&gt;st &lt;/sup&gt;2011 at &lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;a href="http://www.gi-forum.org/"&gt;&lt;span lang="EN-US"&gt;www.gi-forum.org&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="EN-US"  style="font-size:85%;"&gt; to February 1&lt;sup&gt;st&lt;/sup&gt;, 2012.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;"&gt;&lt;span lang="EN-US"  style="font-size:85%;"&gt;&lt;span class="Apple-style-span"  style="font-family:Arial, Helvetica, sans-serif;"&gt;For further information please visit &lt;a href="http://www.gi-forum.org/"&gt;www.gi-forum.org&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-1687112795589060050?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/1687112795589060050/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=1687112795589060050' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/1687112795589060050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/1687112795589060050'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/11/giforum-2012-first-call-for-papers.html' title='GI_Forum 2012 - First Call for Papers'/><author><name>SDuerr</name><uri>http://www.blogger.com/profile/15886798001931232081</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-oqHagTv7Ca4/Tro_ntVDcdI/AAAAAAAAABw/kZCY1Mayn-Y/s72-c/CallforPapers_2012.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-6279734516827408536</id><published>2011-11-08T21:52:00.000+01:00</published><updated>2011-11-09T11:52:55.260+01:00</updated><title type='text'>2nd SPATIALreason Workshop completed at University of the Philippines!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-vM_ZEr9W0iA/TrpbaGNYhrI/AAAAAAAAAms/uwd_dIBcrQU/s1600/Start-01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="134" src="http://4.bp.blogspot.com/-vM_ZEr9W0iA/TrpbaGNYhrI/AAAAAAAAAms/uwd_dIBcrQU/s320/Start-01.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;The second GIScience faculty development workshop on ‘&lt;i&gt;Integrating Spatial Reasoning in Interdisciplinary Research and Education&lt;/i&gt;’ started on November 4th and was concluded on Nov 8th. During the inaugural function, Dr. Ranjit Singh Rey representing the Dean of Social Sciences, University of the Philippines (UP) highlighted the relevance of GIScience and technologies and congratulated the organisers for inviting 22 participants from leading universities in Indonesia, Malaysia, Philippines and Thailand.&lt;br /&gt;&lt;br /&gt;Dr. Darlene Occena-Gutierrez, Head of Geography department, UP welcomed the participants and expressed immense pleasure and responsibility in hosting the workshop.Prof. Josef Strobl (Director,&amp;nbsp;Z_GIS) delivered lectures on advanced spatial concepts and analytical methods and Dr. Shahnawaz (Z_GIS) guided the participants as how to integrate spatial reasoning and analysis in practical projects founded in a broad range of disciplines like Geography, Public Health, Economic Planning, Forestry, Environmental History, Anthropology etc.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-H2ChabXhOIg/TrmWBBFAe8I/AAAAAAAAAmk/qWkvErxIjhI/s1600/certificate.jpg" imageanchor="1" style="clear: left; display: inline !important; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-H2ChabXhOIg/TrmWBBFAe8I/AAAAAAAAAmk/qWkvErxIjhI/s200/certificate.jpg" width="200" /&gt;&lt;/a&gt;The closing ceremony was chaired by Dr. Cristine DLR. Villagonzalo, Director, Extension Coordination office, UP. She witnessed the work of the participants through their presentations and distributed the certificates of successful completion to them.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-6279734516827408536?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/6279734516827408536/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=6279734516827408536' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/6279734516827408536'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/6279734516827408536'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/11/2nd-spatialreason-workshop-completed-at.html' title='2nd SPATIALreason Workshop completed at University of the Philippines!'/><author><name>JStrobl</name><uri>http://www.blogger.com/profile/17386332633881413519</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-vM_ZEr9W0iA/TrpbaGNYhrI/AAAAAAAAAms/uwd_dIBcrQU/s72-c/Start-01.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>University of the Philippines, C.P. Garcia Ave, Quezon City, Philippines</georss:featurename><georss:point>14.6515494 121.0622828</georss:point><georss:box>14.6361869 121.04254180000001 14.6669119 121.0820238</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-1626539195419815763</id><published>2011-10-29T16:31:00.001+02:00</published><updated>2011-10-29T16:31:23.829+02:00</updated><title type='text'>Indonesia: 2nd National Symposium on Geoinformation Science!</title><content type='html'>&lt;div&gt;&lt;a href="http://2.bp.blogspot.com/-6MQ8kq-uCac/TqoxXM41JwI/AAAAAAAAADA/3OjdAqvdCMM/s1600/UGM_Day-02.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5668397355665532674" src="http://2.bp.blogspot.com/-6MQ8kq-uCac/TqoxXM41JwI/AAAAAAAAADA/3OjdAqvdCMM/s320/UGM_Day-02.jpg" style="cursor: hand; float: right; height: 181px; margin: 0px 0px 10px 10px; width: 262px;" /&gt;&lt;/a&gt; Z_GIS was invited to contribute to the 2nd ‘&lt;a href="http://puspics.ugm.ac.id/node/42" target="_blank"&gt;Simposium Nasional Sains Geinformasi 2011&lt;/a&gt;’ organised at the National University of Indonesia - Gadjah Mada University, Yogyakarta on 27/28 October 2011. Dr. Shahnawaz represented Z_GIS and delivered a keynote on ‘&lt;i&gt;Global Geospatial Services Facilitating Local Solutions&lt;/i&gt;’ in which he presented the advent of GIScience from desktop based GIS confined to GIS laboratories to webGIS and now moving to cloudGIS&lt;/div&gt;&lt;br /&gt;&lt;div&gt;He highlighted that the nature of GIS is changing from a possession or property state to an open service which can make a range of contributions in emergency response and disaster management.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-1626539195419815763?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/1626539195419815763/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=1626539195419815763' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/1626539195419815763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/1626539195419815763'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/10/indonesia-2nd-national-symposium-on.html' title='Indonesia: 2nd National Symposium on Geoinformation Science!'/><author><name>Shahnawaz</name><uri>http://www.blogger.com/profile/12479984478139797735</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-6MQ8kq-uCac/TqoxXM41JwI/AAAAAAAAADA/3OjdAqvdCMM/s72-c/UGM_Day-02.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-5963399568852045784</id><published>2011-10-16T15:59:00.002+02:00</published><updated>2011-10-16T16:02:54.628+02:00</updated><title type='text'>Geospatial Disaster Management</title><content type='html'>Prof. Josef Strobl (Chair of UNIGIS International and Director of Z_GIS) was invited to deliver the prestigious 'Professor S. P. Chatterjee Memorial Lecture' to the 31st Annual conference of the Indian National Cartographic Association (&lt;a href="http://www.incaindia.org/31stINCAPunjab/index.html" target="_new"&gt;INCA&lt;/a&gt;). This highly anticipated lecture only is organised once every three years, as a tribute to the 'father of Indian Geography', who served as president of the IGU and received the highest scientific awards from his country.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Vexyo31TMIU/Tprj17XA3KI/AAAAAAAAAmU/b_54OTJQlOw/s1600/Panel.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="178" src="http://3.bp.blogspot.com/-Vexyo31TMIU/Tprj17XA3KI/AAAAAAAAAmU/b_54OTJQlOw/s320/Panel.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Presenting this lecture, Prof. Strobl on Oct 15 in Chandigarh, India, spoke on "Map Interfaces for Disaster Management", discussing and demonstrating how GIScience and online geospatial techniques play very significant roles throughout the full disaster management cycle.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-5963399568852045784?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/5963399568852045784/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=5963399568852045784' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/5963399568852045784'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/5963399568852045784'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/10/geospatial-disaster-management.html' title='Geospatial Disaster Management'/><author><name>JStrobl</name><uri>http://www.blogger.com/profile/17386332633881413519</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Vexyo31TMIU/Tprj17XA3KI/AAAAAAAAAmU/b_54OTJQlOw/s72-c/Panel.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-389345025850474051</id><published>2011-10-04T12:31:00.004+02:00</published><updated>2011-10-04T12:45:59.808+02:00</updated><title type='text'>Alp-Water-Scarce Final Conference</title><content type='html'>&lt;span style="" lang="EN-US"&gt;From &lt;span style="color:black;"&gt;September 19-21&lt;/span&gt;, 2011 the final &lt;a name="OLE_LINK1"&gt;&lt;/a&gt;&lt;a href="http://www.alpwaterscarce.eu/"&gt;&lt;span style=""&gt;Alp-Water-Scarce&lt;/span&gt;&lt;/a&gt;&lt;span style=""&gt; &lt;/span&gt;Conference (funded in the &lt;/span&gt;&lt;a href="http://www.alpine-space.eu/"&gt;&lt;span style="" lang="EN-US"&gt;Alpine Space Programme&lt;/span&gt;&lt;/a&gt;&lt;span style="" lang="EN-US"&gt;) took place in Graz. On behalf of the Z_GIS team &lt;/span&gt;&lt;a href="http://www.hermannklug.com/"&gt;&lt;span style="" lang="EN-US"&gt;Hermann Klug&lt;/span&gt;&lt;/a&gt;&lt;span style="" lang="EN-US"&gt;, &lt;/span&gt;&lt;a href="http://www.uni-salzburg.at/zgis/zalavari"&gt;&lt;span style="" lang="EN-US"&gt;Peter Zalavari&lt;/span&gt;&lt;/a&gt;&lt;span style="" lang="EN-US"&gt; and &lt;/span&gt;&lt;a href="http://ispace.researchstudio.at/org/org_team_de.html"&gt;&lt;span style="" lang="EN-US"&gt;Barbara Hochwimmer&lt;/span&gt;&lt;/a&gt;&lt;span style=""&gt; &lt;span lang="EN-US"&gt;presented the &lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.alps.hermannklug.com/"&gt;&lt;span style="" lang="EN-US"&gt;WebGIS based Atlas&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; as an output created by the &lt;/span&gt;&lt;a href="http://www.uni-salzburg.at/"&gt;&lt;span style="" lang="EN-US"&gt;University of Salzburg&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt;. This Atlas includes the Alp-Water-Scarce pilot sites. These pilot sites include results from the Alp-Water-Scarce partners responsible for each site. Additionally, as an endeavor to make people understand climate change, Z_GIS implemented a tool enabling users &lt;/span&gt;&lt;span  lang="EN-US" style="color:black;"&gt;to request temperature a&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-zCMHTSnHPEU/ToriKSIDm6I/AAAAAAAAAXk/5GUcSIOJsD4/s1600/P1030322.JPG"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 222px; height: 166px;" src="http://1.bp.blogspot.com/-zCMHTSnHPEU/ToriKSIDm6I/AAAAAAAAAXk/5GUcSIOJsD4/s320/P1030322.JPG" alt="" id="BLOGGER_PHOTO_ID_5659584548036647842" border="0" /&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt;nd precipitation data from climate station data in a defined period of interest.&lt;/span&gt;  &lt;p class="MsoNormal"&gt;&lt;span  lang="EN-US" style="color:black;"&gt;Further Austrian partners contributed to the final &lt;/span&gt;&lt;a href="http://www.alpwaterscarce.eu/"&gt;&lt;span style="" lang="EN-US"&gt;Alp-Water-Scarce&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; results. The &lt;/span&gt;&lt;a href="http://www.agraroekonomik.at/"&gt;&lt;span style="" lang="EN-US"&gt;F&lt;/span&gt;&lt;/a&gt;&lt;a href="http://www.agraroekonomik.at/"&gt;&lt;span style="" lang="EN-US"&gt;ederal Institute for Agricultural Economics&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; (AWI) reported on pan-alpine water scarcity impacts resulting from agricultural business while the &lt;/span&gt;&lt;a href="http://www.umweltbundesamt.at/en/"&gt;&lt;span style="" lang="EN-US"&gt;Federal Environment Agency&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; (UBA) was in charge of analyzing the impacts on wat&lt;/span&gt;&lt;span  lang="EN-US" style="color:black;"&gt;er quality. The &lt;/span&gt;&lt;a href="http://www.steiermark.at/"&gt;&lt;span style="" lang="EN-US"&gt;Federal Government of Styria&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; was in charge of work package 5 "Water System Characterisation" while the &lt;/span&gt;&lt;a href="http://www.ktn.gv.at/"&gt;&lt;span style="" lang="EN-US"&gt;Federal Government in Carinthia&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; with its sub-contractors &lt;/span&gt;&lt;a href="http://www.joanneum.at/"&gt;&lt;span style="" lang="EN-US"&gt;Joanneum Research&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt;, the &lt;/span&gt;&lt;a href="http://www.umweltbuero-klagenfurt.at/"&gt;&lt;span style="" lang="EN-US"&gt;Environmental Bureau Klagenfurt&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt;, and the &lt;/span&gt;&lt;a href="http://www.kis.ktn.gv.at/"&gt;&lt;span style="" lang="EN-US"&gt;Carinthian Lake Research institute&lt;/span&gt;&lt;/a&gt;&lt;span style="color:black;"&gt; 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 mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="2050"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-389345025850474051?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/389345025850474051/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=389345025850474051' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/389345025850474051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/389345025850474051'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/10/alp-water-scarce-final-conference.html' title='Alp-Water-Scarce Final Conference'/><author><name>DW</name><uri>http://www.blogger.com/profile/17135972920628185338</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://4.bp.blogspot.com/_aFj1X_TsEKU/TOoYrzF02zI/AAAAAAAAAAs/v7aISze7zqU/S220/Dani_pic.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-zCMHTSnHPEU/ToriKSIDm6I/AAAAAAAAAXk/5GUcSIOJsD4/s72-c/P1030322.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-6853603693878920947</id><published>2011-10-03T10:23:00.000+02:00</published><updated>2011-10-03T10:24:16.325+02:00</updated><title type='text'>GS Soil Portal now provides access to datasets</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;In the framework of &lt;span style="color:black;"&gt;the &lt;/span&gt;&lt;/span&gt;&lt;a href="http://cordis.europa.eu/search/index.cfm?fuseaction=prog.document&amp;amp;PG_RCN=7258887"&gt;&lt;span style="" lang="EN-US"&gt;eContentplus&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; programme (now called &lt;/span&gt;&lt;a href="http://ec.europa.eu/information_society/activities/econtentplus/index_en.htm"&gt;&lt;span style="" lang="EN-US"&gt;ICT PSP&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt;) the &lt;/span&gt;&lt;a href="http://www.gssoil.eu/"&gt;&lt;span style="" lang="EN-US"&gt;GS Soil&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; project opened the &lt;/span&gt;&lt;a href="http://gssoil-portal.eu/"&gt;&lt;span style="" lang="EN-US"&gt;GS Soil Portal&lt;/span&gt;&lt;/a&gt;&lt;span  lang="EN-US" style="color:black;"&gt; for retrieval of seamlessly available soil data across Europe. The first testing phase has been successfully finished. Presently we are looking for volunteers further testing of the portal functionalities. We are also inviting all data providers to join our efforts towards a comprehensive soil portal, making soil datasets seamlessly searchable across Europe. In case you are interested please do not hesitate to contact the project coordinator &lt;a href="mailto:GS%20Soil%20%28KST%20Portalu%29%20%3cgssoil@portalu.de%3e?subject=GS%20Soil:%20Data%20provider%20interets"&gt;Katharina Feiden&lt;/a&gt;. &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-6853603693878920947?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/6853603693878920947/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=6853603693878920947' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/6853603693878920947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/6853603693878920947'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/10/gs-soil-portal-now-provides-access-to.html' title='GS Soil Portal now provides access to datasets'/><author><name>DW</name><uri>http://www.blogger.com/profile/17135972920628185338</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://4.bp.blogspot.com/_aFj1X_TsEKU/TOoYrzF02zI/AAAAAAAAAAs/v7aISze7zqU/S220/Dani_pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-3251964788671233476</id><published>2011-10-03T10:11:00.002+02:00</published><updated>2011-10-03T10:22:30.029+02:00</updated><title type='text'>Interreg IVa project: Prognosis models from Digital Elevation Models</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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The pre-processed LIDAR data result in Digital Surface Models (DSM) and Digital Terrain Models (DTM) from which vegetation heights as normalized canopy height model (nCHM) have been extracted by using Object Based Image Analysis (OBIA)  techniques.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;The objective is to calculate vegetation based shadow areas for different time periods. This will be an input parameter for the evaluation of existing and planned alpine skiing slopes. In cooperation with the Centre for Meteorology and Geodynamics (ZAMG) a Snow Height Index (SHI) will be developed and spatially explicit represented for past, present and future snow heights at different years and times. &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Duration: 04/2008 - 12/2011 (45 month)&lt;br /&gt;Total Budget: 2 mio EUR&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-3251964788671233476?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/3251964788671233476/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=3251964788671233476' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/3251964788671233476'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/3251964788671233476'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/10/interreg-iva-project-prognosis-models.html' title='Interreg IVa project: Prognosis models from Digital Elevation Models'/><author><name>DW</name><uri>http://www.blogger.com/profile/17135972920628185338</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://4.bp.blogspot.com/_aFj1X_TsEKU/TOoYrzF02zI/AAAAAAAAAAs/v7aISze7zqU/S220/Dani_pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-2420999043895715792</id><published>2011-09-05T10:35:00.007+02:00</published><updated>2011-09-05T13:34:20.119+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ÖAW'/><category scheme='http://www.blogger.com/atom/ns#' term='events'/><category scheme='http://www.blogger.com/atom/ns#' term='Z_GIS'/><title type='text'>Opening of the international IAMG conference</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-AXA3Bmo6hXo/TmSul4vWpRI/AAAAAAAAAtE/UJThLxt9jX8/s1600/DSC_0462.JPG"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 134px;" src="http://4.bp.blogspot.com/-AXA3Bmo6hXo/TmSul4vWpRI/AAAAAAAAAtE/UJThLxt9jX8/s200/DSC_0462.JPG" alt="" id="BLOGGER_PHOTO_ID_5648831798538839314" border="0" /&gt;&lt;/a&gt;&lt;span style="font-weight: bold;"&gt;September 5-9 2011, the world cultural heritage city of Salzburg is the setting for IAMG 2011, the Annual Conference of the International Association for Mathematical Geosciences.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;The Conference is intended to be a forum for exchanging ideas on theory and the practical application of a broad spectrum of mathematical geosciences concepts, addressing a wide range of geoscientists and civil engineers, and prov&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-r6nV77FBaW4/TmSvgAe48zI/AAAAAAAAAtM/lA085v4K8Y4/s1600/DSC_0464.JPG"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 134px;" src="http://3.bp.blogspot.com/-r6nV77FBaW4/TmSvgAe48zI/AAAAAAAAAtM/lA085v4K8Y4/s200/DSC_0464.JPG" alt="" id="BLOGGER_PHOTO_ID_5648832797049680690" border="0" /&gt;&lt;/a&gt;iding opportunities for students and young scientists to engage with some of the best geosciences minds in the world.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Besides covering IAMG core topics like geostatistics, reservoir modeling, 3D modeling or geo-process simulation, IAMG 2011 contributions address applied mathematical geosciences issues with a specific reference to alpine regions: simulation and modeling in hydrogeology and engineering &lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-kND4eN0Jfho/TmSxhT4zmsI/AAAAAAAAAtU/JtYx72HrCwc/s1600/DSC_0473.JPG"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 134px;" src="http://3.bp.blogspot.com/-kND4eN0Jfho/TmSxhT4zmsI/AAAAAAAAAtU/JtYx72HrCwc/s200/DSC_0473.JPG" alt="" id="BLOGGER_PHOTO_ID_5648835018461780674" border="0" /&gt;&lt;/a&gt;geology as well as geohazard modeling.&lt;br /&gt;&lt;br /&gt;The broad thematic range of IAMG 2011 is organized in &lt;span style="font-weight: bold;"&gt;22 sessions &lt;/span&gt;with a total of &lt;span style="font-weight: bold;"&gt;164 peer-reviewed contributions&lt;/span&gt;, which are available as open-access publications on &lt;a href="http://www.iamg2011.at/"&gt;www.iamg2011.at.&lt;/a&gt;&lt;br /&gt;Robert Marschallinger &amp;amp; Fritz Zobl, ÖAW-GIScience&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-2420999043895715792?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/2420999043895715792/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=2420999043895715792' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2420999043895715792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2420999043895715792'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/09/opening-of-international-iamg.html' title='Opening of the international IAMG conference'/><author><name>BBrunner-Maresch</name><uri>http://www.blogger.com/profile/15158946915168974436</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-AXA3Bmo6hXo/TmSul4vWpRI/AAAAAAAAAtE/UJThLxt9jX8/s72-c/DSC_0462.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-4813093406726248221</id><published>2011-08-29T12:36:00.000+02:00</published><updated>2011-08-29T12:37:40.964+02:00</updated><title type='text'>C3 Alps Project accepted</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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	mso-fareast-font-family:"Times New Roman"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;    &lt;p class="MsoNormal"&gt;&lt;b&gt;&lt;span style="" lang="EN-US"&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="" lang="EN-US"&gt;The project on "Capitalising Climate Change Knowledge for Adaptation in the Alpine Space" (C3-Alps) will synthesize, transfer, visualise and implement policy and practice results of previous Alpine Space climate change adaptation projects. The capitalisation approach aims at generating new and directly usable forms of state-of-the-art synthesis adaptation knowledge in the Alps. Harmonised findings and datasets across disciplinary sectors are made available for transparent and effective implementation of adaptation measures by decision-makers.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Effective, efficient and tailor-made communication and transfer of climate change impact findings are ensured to target groups in order to support governance frameworks and initiate cross-cutting adaptation processes, strategies, action plans and decision support in pilot regions and municipalities. To leverage sustainable impacts, the project will be driven by the information and user needs of target groups. By supporting bottom-up action. C3-Alps will contribute to implementation of national adaptation policies on regional and municipal levels and to advancement of national adaptation strategies.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Z_GIS will be active in spatially explicit decision support by collecting and synthesizing spatial datasets in a one-stop-shop Alpine portal. &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;Duration: 01/2012 - 12/2014 (36 month)&lt;br /&gt;Total Budget: 3,1 mio EUR&lt;/span&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-4813093406726248221?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/4813093406726248221/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=4813093406726248221' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/4813093406726248221'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/4813093406726248221'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/08/c3-alps-project-accepted.html' title='C3 Alps Project accepted'/><author><name>DW</name><uri>http://www.blogger.com/profile/17135972920628185338</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://4.bp.blogspot.com/_aFj1X_TsEKU/TOoYrzF02zI/AAAAAAAAAAs/v7aISze7zqU/S220/Dani_pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-2450445253024533654</id><published>2011-08-25T07:37:00.001+02:00</published><updated>2011-08-25T07:40:28.342+02:00</updated><title type='text'>SMART Project started</title><content type='html'>This project on " Smart aquifer characterisation of New Zealand's aquifers" will identify, develop, apply, validate and optimise a suite of novel methods for accurate, rapid and cost-effective characterisation and mapping of New Zealand’s aquifer systems.&lt;br /&gt;&lt;br /&gt;By 2017, the outputs from the research programme will be used nationally by stakeholders such as a regional authorities and will lead to better understanding of key aquifer systems. By 2020, national adoption of outputs from the research programme will have led to a demonstrable improvement in the management of groundwater and interconnected surface water systems.&lt;br /&gt;&lt;br /&gt;Z_GIS will set-up an operational Sensor Observation Service in order to validate remote sensing applications done by partner institutions. Based on a harmonized Spatial Data Infrastructure of hydrological datasets a 3D WebGIS will be set-up and operating as a Decision Support System for New Zealand's stakeholders which a part of the project.&lt;br /&gt;&lt;br /&gt;Duration: 07/2011 - 06/2017 (72 month)&lt;br /&gt;Total Budget: 8,8 mio NZ$ (5,0 mio EUR)&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;DE&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt; 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	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-priority:99; 	mso-style-qformat:yes; 	mso-style-parent:""; 	mso-padding-alt:0cm 5.4pt 0cm 5.4pt; 	mso-para-margin:0cm; 	mso-para-margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:"Calibri","sans-serif"; 	mso-ascii-font-family:Calibri; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:"Times New Roman"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-2450445253024533654?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/2450445253024533654/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=2450445253024533654' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2450445253024533654'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/2450445253024533654'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/08/smart-project-started.html' title='SMART Project started'/><author><name>DW</name><uri>http://www.blogger.com/profile/17135972920628185338</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://4.bp.blogspot.com/_aFj1X_TsEKU/TOoYrzF02zI/AAAAAAAAAAs/v7aISze7zqU/S220/Dani_pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-7511923583197203963</id><published>2011-08-24T13:06:00.003+02:00</published><updated>2011-08-24T13:12:20.267+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ÖAW'/><category scheme='http://www.blogger.com/atom/ns#' term='events'/><title type='text'>Mathematical Geosciences: Interview with Robert Marschallinger in German</title><content type='html'>Mathematische Geowissenschaften: Interview mit Robert Marschallinger vom ÖAW Institut für Geographic Information Science.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Die neuesten Entwicklungen der mathematischen Geowissenschaften stehen im Mittelpunkt einer internationalen Konferenz in Salzburg. Im Interview spricht Robert Marschallinger über das Wechselspiel zwischen Theorie und Praxis und die Vielfalt der Anwendungsmöglichkeiten geomathematischer Methoden.  &amp;gt; &lt;/span&gt;&lt;a style="font-style: italic;" href="http://www.oeaw.ac.at/home/thema/thema_201108_1.html"&gt;Interview zum Nachlesen&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;International conference&lt;/span&gt;&lt;a style="font-weight: bold;" href="http://www.iamg2011.at"&gt; IAMG 2011 in Salzburg, September 5-9&lt;/a&gt;&lt;span style="font-weight: bold;"&gt;.&lt;/span&gt;&lt;br /&gt;IAMG 2011 core topics are geostatistics, reservoir modelling, 3D modelling or geo-process simulation. The IAMG 2011 conference will also address applied mathematical geosciences issues with a specific reference to alpine regions: simulation and modelling in hydrogeology and engineering geology as well as geohazard modelling.&lt;br /&gt;For more information in English, please visit the IAMG 2011 Website&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-7511923583197203963?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/7511923583197203963/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=7511923583197203963' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/7511923583197203963'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/7511923583197203963'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/08/mathematical-geosciences-interview-with.html' title='Mathematical Geosciences: Interview with Robert Marschallinger in German'/><author><name>BBrunner-Maresch</name><uri>http://www.blogger.com/profile/15158946915168974436</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-4317734227837110639</id><published>2011-08-23T14:09:00.002+02:00</published><updated>2011-08-23T14:12:57.388+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Projects'/><category scheme='http://www.blogger.com/atom/ns#' term='events'/><category scheme='http://www.blogger.com/atom/ns#' term='Z_GIS'/><title type='text'>SPATIALreason Workshop organised in Philippines!</title><content type='html'>&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/--soAs9L_3Ms/TlFVBGUDoxI/AAAAAAAAAC4/oNrbUVpkNSs/s1600/SR-04.jpg"&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-OEQjpiS5cmQ/TlFL_XUPzBI/AAAAAAAAACY/D3Qxb-3LzM4/s1600/SR-01.jpg"&gt;&lt;img alt="" border="0" height="144" id="BLOGGER_PHOTO_ID_5643375360034720786" src="http://4.bp.blogspot.com/-OEQjpiS5cmQ/TlFL_XUPzBI/AAAAAAAAACY/D3Qxb-3LzM4/s320/SR-01.jpg" style="float: right; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 0px;" width="320" /&gt;&lt;/a&gt;A week-long international workshop entitled 'Integrating Spatial Reasoning in Interdisciplinary Research and Education' and focussing on GIScience faculty development was conducted by the &lt;a href="http://www.uni-salzburg.at/zgis" target="_new"&gt;Centre for Geoinformatics&lt;/a&gt;&amp;nbsp;(Z_GIS), University of Salzburg, Austria. The workshop was hosted by the &lt;a href="http://geog.upd.edu.ph/" target="_new"&gt;Department of Geography&lt;/a&gt;&amp;nbsp;(DGeog), University of the Philippines (UP), Diliman from 15th to 19th August, 2011 and &amp;nbsp;was co-funded by &lt;a href="http://asea-uninet.uibk.ac.at/" target="_new"&gt;ASEA Uninet, Austria&lt;/a&gt;.&lt;br /&gt;Dr. Shahnawaz from Z_GIS delivered the workshop to 18 &lt;a href="http://3.bp.blogspot.com/-MdBXTLfXnTQ/TlFMtylAzpI/AAAAAAAAACg/qy_O-50wnvU/s1600/SR-02.jpg"&gt;&lt;img alt="" border="0" height="156" id="BLOGGER_PHOTO_ID_5643376157626781330" src="http://3.bp.blogspot.com/-MdBXTLfXnTQ/TlFMtylAzpI/AAAAAAAAACg/qy_O-50wnvU/s320/SR-02.jpg" style="float: left; margin-bottom: 10px; margin-left: 0px; margin-right: 10px; margin-top: 0px;" width="320" /&gt;&lt;/a&gt;teachers and post-graduate students from Indonesia, Malaysia, Philippines, Thailand and Vietnam. Dr. Darlene Occena-Gutierrez (DGeog, UP) observed that this was the first international workshop organised by the department exclusively for GIScience faculty development and this &lt;a href="http://1.bp.blogspot.com/-j3mAuQAOTDw/TlFPNd2EVEI/AAAAAAAAACo/2fPOIMOnsic/s1600/SR-05.jpg"&gt;&lt;img alt="" border="0" height="200" id="BLOGGER_PHOTO_ID_5643378900840240194" src="http://1.bp.blogspot.com/-j3mAuQAOTDw/TlFPNd2EVEI/AAAAAAAAACo/2fPOIMOnsic/s200/SR-05.jpg" style="float: right; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 0px;" width="135" /&gt;&lt;/a&gt;will enhance the presence and impact of GIScience education in the Philippines.&lt;br /&gt;&lt;br /&gt;During the workshop, participants attended conceptual lectures about spatial reasoning and its integration with various disciplines as well as intensive hands-on training of GIS software for applying spatial reasoning in various application domains&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7208131092868241589-4317734227837110639?l=gi-science.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gi-science.blogspot.com/feeds/4317734227837110639/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7208131092868241589&amp;postID=4317734227837110639' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/4317734227837110639'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7208131092868241589/posts/default/4317734227837110639'/><link rel='alternate' type='text/html' href='http://gi-science.blogspot.com/2011/08/spatialreason-workshop-organised-in.html' title='SPATIALreason Workshop organised in Philippines!'/><author><name>Shahnawaz</name><uri>http://www.blogger.com/profile/12479984478139797735</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-OEQjpiS5cmQ/TlFL_XUPzBI/AAAAAAAAACY/D3Qxb-3LzM4/s72-c/SR-01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7208131092868241589.post-2090359804873435827</id><published>2011-08-08T21:25:00.002+02:00</published><updated>2011-08-08T21:35:59.436+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Projects'/><category scheme='http://www.blogger.com/atom/ns#' term='Z_GIS'/><title type='text'>Drought Crisis at the Horn of Africa - Z_GIS supports humanitarian organization with information derived from satellite imagery</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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	mso-fareast-font-family:"Times New Roman"; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Mongolian Baiti"; 	mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:EN-US" lang="EN-US"&gt;The severe drought at the Horn of Africa threatens millions of people and force them to flee. In Dadaab (Kenia) three refugee camps give temporary home to almost 400,000 people. The new arriving refugees pose a challenge for humanitarian organizations as they are settling uncoordinated on the outskirts of the camps and making water demand, a limited resource in this area, increasing.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-US"&gt;In the frame of an existing cooperation with a globally active humanitarian organization, Z_GIS analysed one of the three refugee camps in Dadaab, Dagahaley, using very-high- and medium spatial resolution satellite imagery. Single dwellings were extracted semi-automatically from a WorldView-2 imagery to retrieve information on the spatial distribution of the refugees.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;img 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
