PPT-Deformation-Driven Topology-Varying 3D Shape

Author : tatiana-dople | Published Date : 2016-08-07

Correspondence Ibraheem Alhashim Kai Xu Yixin Zhuang Junjie Cao Patricio Simari Hao Zhang Presenter Ibraheem Alhashim Simon Fraser University Shape Correspondence

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Deformation-Driven Topology-Varying 3D Shape: Transcript


Correspondence Ibraheem Alhashim Kai Xu Yixin Zhuang Junjie Cao Patricio Simari Hao Zhang Presenter Ibraheem Alhashim Simon Fraser University Shape Correspondence. Sumner Johannes Schmid Mark Pauly Applied Geometry Group ETH Zurich Abstract We present an algorithm that generates natural and intuitive defor mations via direct manipulation for a wide range of shape represen tations and editing scenarios Our meth P Lewis Matt Cordner Nickson Fong Centropolis Abstract Pose space deformation generalizes and improves upon both shape interpolation and common skeletondriven deformation techniques This deformation approach proceeds from the observation that sev e D. EFORMATION. . OF. 3. D. M. ODELS. Tamal. K. . Dey. , . Pawas. . Ranjan. , . Yusu. Wang. [The Ohio State University]. (CGI 2012). Problem. Perform deformations without asking the user for extra structures (like cages, skeletons . Shape Deformations . Wolfram von Funck / Holger Theisel / Hans-Peter Seidel. MPI Informatik. ACMSIGGRAPH 2006. Computer Graphics Lab.. SoHyeon Jeong. 2007/04/16. Contents. Introduction . Constructing the vector field . 134CHAPTER13.ASTROPHYSICALJETSwinds:jetsmightbepressure-driven,radiation-driven,Alfven-wave-driven,orshock-driven.Nooneissurehowjetsarecollimated;bythetimetheyarevisibletoobservers,theyarealreadytight microsecond isomers among fission products from in-flight fission of 345 MeV/nucleon . 238. U. Daisuke Kameda. BigRIPS. team, RIKEN . Nishina. Center. The 159. th. RIBF Nuclear Physics Seminar. RIKEN . Tecgraf. - Computer Graphics Technology Group. Department . of Civil and Environmental Engineering. University of . Illinois . at . Urbana-Champaign. MECOM del Bicentenario. 15 - 18 November 2010 . -. Polystyrene: Survivable Shape for Self-Organising Data. François . Ta. ïani. Joint work with:. Hoel Kervadec (INSA Rennes). Simon . Bouget. (ENS . Rennes. ). Anne Marie Kermarrec (ASAP). F. Taiani. Dinghuang. . Ji. State of the Art. Physical. Data Driven. Artist work . Complex device. Motivation. Help users more easily generate . varieties of face models with simpler interface.. Proposed.  . Formulation. Processing. Part . III. Example Applications. Martin Bokeloh. Niloy. . Mitra. Michael Wand . Hao. Zhang Daniel Cohen-Or Martin . Bokeloh. Part III - Overview. Shape deformation. D. EFORMATION. . OF. 3. D. M. ODELS. Tamal. K. . Dey. , . Pawas. . Ranjan. , . Yusu. Wang. [The Ohio State University]. (CGI 2012). Problem. Perform deformations without asking the user for extra structures (like cages, skeletons . YAN JIE . (Ryan). What is topology?. Topology. . is . t. he . study of properties of a shape that do not change under . deformation. A . simple way to describe topology is as a . ‘. rubber sheet geometry. Deep and cup. drawing. Shearing. Bending. Wire and bar. drawing. Extrusion. Forging. Rolling. Overview of Metal Forming. Sheet . Metalworking. Bulk Deformation. Metal Forming. Large group of mfg processes in which . Shane . Amante. Jan . Medved, . jmedved@cisco.com. Stefano . Previdi. , . sprevidi@. cisco.com. . Victor Lopez. , . vlopez@. tid.es. Changes Since Last Revision. Text & . t. erminology cleanup (e.g. info model instead of data model).

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