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Surface Modeling Using Partial Differential Equations: A Survey.

, , , and . IV, page 474-481. IEEE Computer Society, (2013)

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Trigonometric Curve-based Human Modeling., , , and . GRAPP, page 31-38. SciTePress, (2011)Sweeping based Controllable Surface Blending., , , , and . GRAPP, page 78-83. INSTICC Press, (2010)A unified approach to blending of constant and varying parametric surfaces with curvature continuity., , and . CGI, page 51-56. ACM, (2018)Blending using ODE swept surfaces with shape control and $$C^1$$ C 1 continuity., , , , , and . The Visual Computer, 30 (6-8): 625-636 (2014)Surface Modeling Using Partial Differential Equations: A Survey., , , and . IV, page 474-481. IEEE Computer Society, (2013)Surface modeling with boundary constraints and partial differential equations., , , , and . CAD/Graphics, page 306-311. IEEE, (2009)Manipulation of Parametric Surfaces through a Simple Deformation Algorithm., , , , and . GRAPP, page 84-89. INSTICC Press, (2010)Physics and example based skin deformations for character animation., , , and . CAD/Graphics, page 62-67. IEEE, (2009)Shape manipulation using physically based wire deformations., , , , and . Journal of Visualization and Computer Animation, 21 (3-4): 297-309 (2010)An Analytical Approach to Dynamic Skin Deformation of Character Animation., , , and . Expanding the Frontiers of Visual Analytics and Visualization, Springer, (2012)