17 the context of Computer Graphics conferences is its particular focus on methods and techniques to model, design and analyze shapes in all their aspects. Started in Japan by Prof. Tosyiasu L. Kunii, honorary chair of all the SMI events, SMI was initially characterized by tracks on topological methods for shape modeling, functional and implicit representations, as well as interactive shape manipulation techniques. Over the years, the travel of SMI conferences around the world has been cadenced by its alternations among Asia, Europe and America: Italy (2001), Canada (2002), South Korea (2003), Italy (2004), USA (2005), Japan (2006), France (2007), USA (2008), China (2009), France (2010), Israel (2011), USA (2012), United Kingdom (2013), Hong Kong (2014), France (2015). Also the topics of SMI evolved over time, with the introduction of topics related to shape semantics and reasoning on shape similarity. SMI has a tradition in seeking co-location with other conferences: in 2004, it was organized for first time with the ACM Symposium on Solid Modeling and Applications, now evolved in the Symposium on Solid & Physical Modeling, and the co-location has been sought every time it was compatible with the alternating geographical venues. 2016 is a special year for Shape Modeling International: the conference has been organized within the scope of the frst International Geometry Summit (IGS) whose role is to showcase the breadth and the impact of applied geometry. Three prominent international conferences dealing with shape and geometry have been asked to join forces and coordinate technical programs, invited speakers and related events in a coherent program. The Symposium on Geometry Processing (SGP), the Symposium on Solid & Physical Modeling (SPM) and Shape Modeling International will be held at the Freie Universität Berlin, in Germany, June 20–24, 2016. The individual technical papers track for SMI16 received a total of 57 submissions, from all over the world. Only 19 papers were retained as accepted papers for publication in the special issue of the journal Computers and Graphics (Elsevier) devoted to the proceedings of SMI. Each paper received from three to six reviews from members of the Program Committee and underwent a two stage review process. The papers will be presented in the conference grouped into themed sessions as follows:
[1]
Tao Ju,et al.
Extrinsically smooth direction fields
,
2016,
Comput. Graph..
[2]
Elmar Eisemann,et al.
Optimized subspaces for deformation-based modeling and shape interpolation
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2016,
Comput. Graph..
[3]
Wenli Li,et al.
PinMesh - Fast and exact 3D point location queries using a uniform grid
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2016,
Comput. Graph..
[4]
Stefanie Wuhrer,et al.
A 3D+t Laplace operator for temporal mesh sequences
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2016,
Comput. Graph..
[5]
Joaquim B. Cavalcante Neto,et al.
Temporally coherent sculpture of composite objects
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2016,
Comput. Graph..
[6]
Tamy Boubekeur,et al.
Multi-material adaptive volume remesher
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2016,
Comput. Graph..
[7]
Jakob Andreas Bærentzen,et al.
Tangible 3D modeling of coherent and themed structures
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2016,
Comput. Graph..
[8]
Tao Ju,et al.
Template-based surface reconstruction from cross-sections
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2016,
Comput. Graph..
[9]
Ergun Akleman,et al.
Construction with physical version of quad-edge data structures
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2016,
Comput. Graph..
[10]
Jun Wu,et al.
Shape interior modeling and mass property optimization using ray-reps
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2016,
Comput. Graph..
[11]
Bo Gao,et al.
Modeling interactive furniture from a single image
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2016,
Comput. Graph..
[12]
Dieter W. Fellner,et al.
Procedural mesh features applied to subdivision surfaces using graph grammars
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2016,
Comput. Graph..
[13]
Ralph R. Martin,et al.
Color-aware surface registration
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2016,
Comput. Graph..
[14]
Ligang Liu,et al.
Bijective spherical parametrization with low distortion
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2016,
Comput. Graph..
[15]
Xin Li,et al.
B-spline surface fitting with knot position optimization
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2016,
Comput. Graph..
[16]
Leila De Floriani,et al.
Computing a discrete Morse gradient from a watershed decomposition
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2016,
Comput. Graph..
[17]
Yunhyeong Kim,et al.
Learning to segment and unfold polyhedral mesh from failures
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2016,
Comput. Graph..
[18]
Stefanie Hahmann,et al.
The 2D shape structure dataset: A user annotated open access database
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2016,
Comput. Graph..