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                        <img alt="The 23rd International ACM Conference on 3D Web Technology - 20-22 June 2018, Poznań, Poland - CALL FOR PAPERS" border="”0″" src="data:image/jpeg;base64, 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" class="">

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" class="">

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<b class="">The 23<span style="vertical-align: super; font-size: smaller;" class="">rd International ACM Conference on 3D Web Technology (Web3D 2018), organized in cooperation with the Web3D Consortium, will address an extensive range of research, development, and practice related to web-based interactive 3D applications. The goal of the conference is to share innovative and creative ideas that enable development of 3D applications for a wide range of 3D environments, including the web, mobile as well as virtual and augmented reality (VR & AR) setups. Works related to various application domains, including e-commerce, education, cultural heritage, entertainment and infotainment, social media, tourism, medicine, military, industry and construction (and many others) are welcome.

                </p><p class="">

                This year’s theme <b class="">"3D Everywhere"</b> emphasizes the global scope and impact of current and future 3D technology. Web3D wants to foster and support the increasing development, use, and utility of 3D technologies for application developers, domain experts, as well as for end users. This includes the creation of interactive 3D content, robust and versatile 3D content representation and delivery standards, as well as presentation and interaction techniques enabling development of user-friendly 3D applications.<br class="">

                </p><p style="margin-bottom: 5px;" class="">

                The main topics of the conference include, but are not limited to:</p> <ul style="margin-top:0px; padding-left:16px" class=""><li class="">Technologies and methods for WebVR, WebAR, and mixed reality

                </li><li class="">Novel multi-modal 3D interaction paradigms, including spatial UI, gesture, and voice 

                </li><li class="">Online visualization and exploration, e.g., for sci-vis, info-vis, and 3D object repositories

                </li><li class="">Novel 3D content creation and modelling techniques, tools, and workflows, including semantic and AI techniques

                </li><li class="">Algorithms for shape modeling, compression, optimization, analysis, and processing

</li><li class="">3D content acquisition, e.g., scanning, reconstruction, etc.

                </li><li class="">Rendering of large-scale models, animations, and virtual worlds, including cloud-based rendering and other services

                </li><li class="">Streaming, compression, and transmission of 3D content, in particular in mobile networks

                </li><li class="">Collaboration in multi-user virtual environments

                </li><li class="">Novel APIs, toolkits, and frameworks for 3D web and associated application domains

                </li><li class="">Virtual humans, avatars, and complex reactive characters

                </li><li class="">Motion capture for composition and streaming of behaviors and expressions

                </li><li class="">Annotation, metadata, hyperlinking and semantic web for 3D objects and scenes

                </li><li class="">Visual analytics based on 3D web technologies

                </li><li class="">Diffusion and adoption of 3D web technologies

                </li><li class="">Novel interactive 3D web applications in all areas and sectors, e.g., entertainment,

                education, training, cultural heritage, medicine, military, smart-manufacturing / industry 4.0, 

                information visualization, scientific visualization, geo-visualization, building information modeling (BIM), and architecture.

                </li></ul>

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                <h2 style="text-align: center;" class="">Submissions</h2><p class="">

                <a href="http://www.web3d2018.org/submissions/papers/" style="color: black; text-decoration: none;" target="_blank" class="">

<b class="">PAPERS presenting original work in 3D web <b class="">research and <b class="">application may be submitted in a long or short form (up to 9 or 4 pages). Submissions will be peer-reviewed. Accepted papers will be included in the <b class="">ACM Digital Library and submitted to major indexing services, such as <b class="">Web of Science, <b class="">DBLP, and <b class="">Scopus.

                </a></p><p class="">

                <a href="http://www.web3d2018.org/submissions/posters/" style="color: black; text-decoration: none;" target="_blank" class="">

<b class="">POSTERS present results of <b class="">ongoing or <b class="">recently completed work in 3D web research and application. The poster format offers the opportunity to interactively present and discuss interesting results to the Web3D community. Posters should be submitted in the form of <b class="">abstracts (2 pages), which after acceptance will be published in the conference proceedings.

                </a></p><p class="">

<a href="http://www.web3d2018.org/submissions/tutorials/" style="color: black; text-decoration: none;" target="_blank" class=""><b class="">TUTORIALS are an opportunity to present introductory and advanced applications of 3D web technologies to students and to experienced practitioners. Tutorial subjects can include practices for authoring interactive 3D scenes and in using 3D graphics in diverse application areas. Especially welcome are tutorials in the use of open-source software and web applications, which can be presented in hands-on sessions at the conference.

                </a></p><p class="">

<a href="http://www.web3d2018.org/submissions/workshops/" style="color: black; text-decoration: none;" target="_blank" class=""><b class="">WORKSHOPS provide a forum for researchers and practitioners from both the web and 3D multimedia communities to discuss and exchange positions on current and emergent 3D web topics. Workshops may take the form of presentation sessions moderated by workshop organizers or open discussions on a specific topic of interest.

                </a></p><p class="">

<a href="http://www.web3d2018.org/submissions/demonstrations/" style="color: black; text-decoration: none;" target="_blank" class=""><b class="">DEMONSTRATIONS enable <b class="">artists, <b class="">content designers, and <b class="">developers to share their innovative 3D works at the conference. Artworks and applications developed for various platforms, including the web, desktop, mobile and VR/AR systems, are welcome. Demonstrations should be submitted in the form of short descriptions (2 pages), which after acceptance may be published in the conference proceedings.

                </a></p><p class="">

                <a href="http://www.web3d2018.org/submissions/industrial-use-cases/" style="color: black; text-decoration: none;" target="_blank" class=""><b class="">INDUSTRIAL USE CASES</b> enable practitioners to demonstrate how 3D web technologies may be used in industrial applications. A special track during Web3D 2018 will be devoted to industrial use cases to share inspiration, best practice and requirements of using 3D in various application domains. 

                </a></p><p class="">

<a href="http://www.web3d2018.org/submissions/competition-h-anim/" style="color: black; text-decoration: none;" target="_blank" class=""><b class="">COMPETITION (H-ANIM) This annual competition is dedicated to showing how H-Anim and X3D graphics standards can be used for creating animated music videos. The competition is organized by the Korean Standards Association (KSA) and Web3D Consortium. For competitors, attendance at the conference is not mandatory, but is encouraged.

                </a></p><p class="">

Questions about the program and conference topics can be sent to <a href="mailto:program@web3d2018.org" class="">program@web3d2018.org</a>.

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                        <h2 style="text-align: center;" class="">Important dates</h2>

                        <b class="">Conference dates:</b> <span style="color: #155799;" class="">June 20-22, 2018</span><br class="">

                        <b class="">Early registration:</b> <span style="color: #155799;" class="">May 1, 2018</span><br class=""><br class="">

                        <b class="">Paper/poster submission:</b> <span style="color: #155799;" class="">February 16, 2018</span><br class="">

                        <b class="">Demonstration submission:</b> <span style="color: #155799;" class="">April 2, 2018</span><br class="">

                        <b class="">Paper/poster/demo acceptance:</b> <span style="color: #155799;" class="">April 10, 2018</span><br class="">

                        <b class="">Camera-ready paper/poster/demo:</b> <span style="color: #155799;" class="">April 25, 2018</span><br class="">

                        <b class="">Tutorial/workshop submission:</b> <span style="color: #155799;" class="">March 2, 2018</span><br class="">

                        <b class="">Tutorial/workshop acceptance:</b> <span style="color: #155799;" class="">April 2, 2018</span><br class="">

                        <b class="">Industrial use cases submission:</b> <span style="color: #155799;" class="">May 1, 2018</span><br class=""><br class="">

                        <b class="">H-Anim competition:</b> <span style="color: #155799;" class="">April 2, 2018</span> (Winners will be announced at the Conference)

                </div>

                <div style="border-bottom: 2px solid #155799; padding-bottom: 15px;" class="">

                        <h2 style="text-align: center;" class="">Organizing Committee</h2>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">General Chairs</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Krzysztof Walczak</i>, Poznań University of Economics and Business, Poland<br class="">

                        <i class="">Gabriel Zachmann</i>, University of Bremen, Germany</p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Program Chairs</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Jakub Flotyński</i>, Poznań University of Economics and Business, Poland<br class="">

                        <i class="">Kiyoshi Kiyokawa</i>, Nara Institute of Science and Technology, Japan<br class="">

                        <i class="">Daniel Thalmann</i>, MIRALab Sarl & EPFL, Switzerland

                        </p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Tutorials & Workshops Chairs</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Marcello Carrozzino</i>, Sant’Anna School of Advanced Studies Pisa, Italy<br class="">

                        <i class="">Marc Erich Latoschik</i>, University of Würzburg, Germany<br class="">

                        <i class="">Vincent Marchetti</i>, KShell Analysis & Web3D Consortium, USA

                        </p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Demonstration Chairs</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Jacek Jankowski</i>, Intel R&D, Poland<br class="">

                        <i class="">Giannis Karaseitanidis</i>, Institute of Communication and Computer Systems, Greece<br class="">

                        <i class="">Amela Sadagic</i>, Naval Postgraduate School, USA

                        </p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Industrial Liaison Chairs</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Krzysztof Kurowski</i>, Poznan Supercomputing and Networking Center, Poland<br class="">

                        <i class="">Jacek Lebiedź</i>, Gdańsk University of Technology, Poland<br class="">

                        <i class="">Christophe Mouton</i>, EDF – Electricité de France & Web3D Consortium, France<br class="">

                        <i class="">Robert Sitnik</i>, Warsaw University of Technology, Poland

                        </p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Steering Committee</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Anita Havele</i>, Web3D Consortium, USA<br class="">

                        <i class="">Don Brutzman</i>, Naval Postgraduate School, USA<br class="">

                        <i class="">Nicholas F. Polys</i>, Virginia Tech, USA

                        </p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Outreach & Communications Chair</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Anita Havele</i>, Web3D Consortium, USA

                        </p>

                        <span style="margin-bottom:0px; font-weight: bold;" class="">Web Chair</span><p style="padding-left:10px; margin-top: 5px;" class=""><i class="">Wiktoria Winkler</i>, Poznań University of Economics and Business, Poland

                        </p>

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            Please visit the website for more opportunities, submission instruction, and information about the Web3D 2018 Conference: <a href="http://www.web3d2018.org/submissions" class="">http://www.web3d2018.org/submissions</a>

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