- Fast and Stable Evaluation of Box-Splines via the BB-Form
- Guided Subdivision K. Karciauskas and J. Peters
- EUROGRAPHICS '97 / D. Fellner and L. Szirmay-Kalos (Guest Editors)
- Optimized Refinable Enclosures of Multivariate Polynomial Pieces
- Noname manuscript No. (will be inserted by the editor)
- Surfaces with Polar Structure K. Karciauskas and J. Peters
- UFL CISE TR 01-001: Modifications of PCCM Jorg Peters
- Patching Catmull-Clark Meshes Jorg Peters
- Combining 4-and 3-direction Subdivision Jorg Peters
- Constraints on Curve Networks suitable for Interpolation
- EUROGRAPHICS 2004 / M.-P. Cani and M. Slater (Guest Editors)
- The simplest subdivision scheme for smoothing Jorg Peters \Lambda Ulrich Reif y
- Threading splines through 3D channels Ashish Myles and Jorg Peters a
- Jorg Peters University of
- SMOOTH PATHS IN A POLYGONAL CHANNEL DAVID LUTTERKORT AND J
- sion of the blend volume. We are now ready for a complete example in three
- A characterization of connecting maps as nonlinear roots of the identity
- Computing moments of objects enclosed by piecewise polynomial Carlos GonzalezOchoa Scott McCammon Jorg Peters
- On the Optimality of Piecewise Linear Max-norm Enclosures based on Slefes
- Geometric Continuity, Feb 08 2001 Jorg Peters 1 a
- Pairs of Bi-Cubic Surface Constructions Supporting Polar Connectivity
- Properties of surface splines freeform modeling capability. There are no restrictions on the number of cells
- Pcp2Nurb: smooth freeform surfacing with linearlytrimmed bicubic Bsplines
- Normals of subdivision surfaces and their control polyhedra
- Evaluation and approximate evaluation of the multivariate \Lambda BernsteinB'ezier form on a regularly partitioned simplex
- Least squares approximation of B ezier coecients provides best degree reduction in the L 2 -norm
- GPU Conversion of Quad Meshes to Smooth Surfaces Ashish Myles
- Envelopes of Nonlinear Geometry David Lutterkort
- Symmetric Box-splines on the A School of Computer Science,
- Fast and stable evaluation of box-splines via the Minho Kim Jorg Peters
- Smooth freeform surfaces over irregular meshes generalizing quadratic splines
- A Pattern-based Data Structure for Manipulating Meshes with Regular Regions
- Interpolation Regions for Convex Cubic Curve Segments
- On Smooth Bicubic Surfaces from Quad Meshes Jianhua Fan and Jorg Peters
- Analysis of Algorithms Generalizing BSpline Subdivision
- Linear Envelopes for Uniform B{spline Curves
- The 42 Equivalence Classes of Quadratic Surfaces in Affine nSpace
- -1 0 1 2 3 4 5 6 7 -1 0 1 2 3 4 5 6 7
- Fatty Tissue in a Haptic Illustration Environment
- Boxspline based CSG blends Jorg Peters Michael Wittman
- Book Editors IOS Press, 2003
- The Platonic Spheroids Jorg Peters and Leif Kobbelt
- Gaussian and Mean curvature of subdivision surfaces Jorg Peters
- Eurographics Symposium on Geometry Processing 2008 Pierre Alliez and Szymon Rusinkiewicz
- Mid-Structures Linking Curved and Piecewise Linear Geometry
- Problems in Surface Design
- A Haptic-enabled Toolkit for Illustration of Procedures in Surgery (TIPS)
- On the curvature of guided surfaces K. Karciauskas and J. Peters
- By observing symmetries, identical points can be generated consistently on different mesh fragments. Parallel stream processing requires mapping of a local control net to a 1D array. Fortunately, a consistent indexing over different LODs exists.
- A Geometric Criterion for Smooth Interpolation of Curve Networks
- Spline surfaces from irregular control meshes Surface splines extend the definition of Bsplines (NURBS) and box splines to allow the modeling of freeform
- EUROGRAPHICS '97 / D. Fellner and L. SzirmayKalos (Guest Editors)
- Smooth Patching of Refined Triangulations Jorg Peters
- [1] Catmull, E., and Clark, J. Recursively gen erated Bspline surfaces on arbitrary topological
- Computing curvature bounds for bounded curvature subdivision Jorg Peters , Georg Umlauf
- Smooth Blending of Basic Surfaces using Trivariate Box Splines
- Curved PN Triangles Alex Vlachos
- Envelopes of Nonlinear Geometry hvid vutterkort
- Smooth Bi-3 Spline Surfaces with fewest knots Jianhua Fan, Jorg Peters
- !#"%$&%')(0!1"2')&354 6&&!175$86(&903@5A&35B4C!"%D8!1" EGF%HPIRQTSVUXW`YbadcPebUVWfUhgpiqUreGstivuwU9sTUPx5eyci`cveIWYGacPeGUhWfqE#QebsVgWYGacPeGUhWidQaPaeCifuU2ghpsiUradcje%kIlIrHmUVUVdIpH)g
- Computer Aided Geometric Design 26 (2009) 105116 www.elsevier.com/locate/cagd
- Linear Envelopes for Uniform B{spline Curves
- B'ezier Nets, Convexity and Subdivision on Higher Dimensional Simplices
- Patching CatmullClark Meshes Jorg Peters
- Publications llustration of
- The Distance of a Subdivision Surface to its Control Polyhedron
- Concentric Tesselation Maps and Curvature Continuous Guided Surfaces
- Polynomial degree reduction in the L 2 -norm equals best Euclidean approximation of B ezier
- the intersection such that we overestimate or under estimate the volume already enclosed. Using surface
- C 2 surfaces built from zero sets of the 7direction box spline
- On the Complexity of Smooth Spline Surfaces from Quad Meshes
- Fast Safe Spline Surrogates for Large Point Clouds Ashish Myles
- Geometric Continuity, Feb 08 2001 Jorg Peters
- Constructing C 1 surfaces of arbitrary topology using biquadratic and bicubic splines
- Biquartic C 1 surface splines over irregular meshes Jorg Peters y
- Extending Catmull-Clark Subdivision and PCCM with Polar Structures Ashish Myles
- Shape Characterization of Subdivision Surfaces Case Studies
- LocalizedHierarchy Surface Splines (LeSS) Carlos GonzalezOchoa
- Optimized Refinable Surface Enclosures Jorg Peters, Xiaobin Wu, University of Florida
- Figure 7: Determining the point of instability while increasing the opening angle.
- fl Jorg Peters February 1994 1--20,i--ix
- Gaussian and Mean curvature of subdivision Jorg Peters 1 and Georg Umlauf 1
- Bicubic Polar Subdivision K. Karciauskas
- Polar Subdivision Ashish Myles
- Sharp, quantitative bounds on the distance between a polynomial piece and its B ezier control
- as an identical object with all zcomponents collapsed 6 Modeling to match moments
- Geometric Constraints for CAGD Christoph M. Hoffmann and Jorg Peters
- Numerische Mathematik manuscript No. (will be inserted by the editor)
- An Accurate Error Measure for Adaptive Subdivision Surfaces University of Florida
- Enabling Surgeons to Create Simulation-Based Teaching Modules
- Reconciling conflicting combinatorial preprocessors International Journal of Computational Geometry & Applications
- Adjustable Speed Surface Subdivision K. Karciauskas and J. Peters
- An introduction to guided and polar surfacing Jorg Peters, University of Florida,
- Box Spline Reconstruction On The Face-Centered Cubic Lattice Minho Kim, Alireza Entezari and Jorg Peters
- GPU Smoothing of Quad Meshes University of Florida.
- Spline Surfaces with V-shaped tessellation K. Karciauskas and J. Peters
- Parameterization Transition for Guided C2 Surfaces of Low Degree
- ON THE LOCAL LINEAR INDEPENDENCE OF GENERALIZED SUBDIVISION FUNCTIONS
- A Mesh Refinement Library based on Generic Design Le-Jeng Shiue
- Modelling and Foundations of Multi-Sided Patches Kestutis Karciauskas (Vilnius University)
- Contemporary Mathematics Smoothness, Fairness and the need for better multi-sided patches
- Free-Form Surfaces of degree ( ) Jorg Peters
- Smooth Patching of Refined Triangulations Jorg Peters
- Patching Catmull-Clark Meshes --completing quadrilateral meshes as smooth Nurbs surfaces --
- Localized-Hierarchy Surface Splines (LeSS) Carlos Gonzalez-Ochoa
- Meera Sitharam Associate Professor
- Graphics Hardware (2003) M. Doggett, W. Heidrich, W. Mark, A. Schilling (Editors)
- SMOOTH PATHS IN A POLYGONAL CHANNEL DAVID LUTTERKORT AND JO"RG PETERS
- Localized-Hierarchy Surface Splines (LeSS) Carlos Gonzalez-Ochoa* Jorg Petersyz
- TIGHT LINEAR ENVELOPES FOR SPLINES DAVID LUTTERKORT AND J"ORG PETERS
- Smoothing polyhedra made easy Jorg Peters y
- Elimination in generically rigid 3D geometric constraint systems
- Interactive Peritoneum in a Haptic Surgery Illustration Environment
- Assembling curvature continuous surfaces from triangular patches K. Karciauskas and J. Peters
- Optimized parametrization of systems of incidences between rigid bodies
- Polynomial C2 spline surfaces guided by rational
- Eurographics Symposium on Geometry Processing (2006) Konrad Polthier, Alla Sheffer (Editors)
- Efficient one-sided linearization of spline geometry Jorg Peters
- The Visual Computer manuscript No. (will be inserted by the editor)
- Eurographics Symposium on Geometry Processing 2011 Mario Botsch and Scott Schaefer
- Splines Covering Polar Configurations Ashish Myles a
- Finite curvature continuous polar patchworks Kestutis Karciauskas0
- Curvature of Approximating Curve Subdivision Schemes
- Rational G2 Kestutis Karciauskas and Jorg Peters
- Efficient Pixel-Accurate Rendering of Curved Surfaces Young In Yeo