7 3/8 X 9 1/4 in Preface
Chapter 1 P. B ezier: How a Simple System Was Born
Chapter 2 Introductory Material
Chapter 3 L inear Interpolation
Chapter 4 The de Casteljau Algorithm < BR id='CRLF'>Chapter 5 The Bernstein Form of a B ezier Curve
Chapter 6 B ezier Curve Topics
Chapter 7 Polynomial Cur ve Constructions
Chapter 8 B-Spline Curves
Ch apter 9 Constructing Spline Curves
Chapter 10 W. Boehm: Di fferential Geometry I
Chapter 11 Geometric Continuity
Chapter 12 ConicSections
Chapter 13 Rational B e zier and B-Spline Curves
Chapter 14 Tensor Product Patches
Chapter 15 Constructing Polynomial Patches
Chapter 16 Composite Surfaces
Chapter 17 B ezier Triangles
Chapter 18 Practical Aspects of B ezier Triangles
Chapter 19 W. Boehm: Differential Geometry II
Chapt er 20 GeometricContinuityforSurfaces
Chapter 21 Surfaces w ith Arbitrary Topology
Chapter 22 Coons Patches
Chapter 1 P. B ezier: How a Simple System Was Born
Chapter 2 Introductory Material
Chapter 3 L inear Interpolation
Chapter 4 The de Casteljau Algorithm < BR id='CRLF'>Chapter 5 The Bernstein Form of a B ezier Curve
Chapter 6 B ezier Curve Topics
Chapter 7 Polynomial Cur ve Constructions
Chapter 8 B-Spline Curves
Ch apter 9 Constructing Spline Curves
Chapter 10 W. Boehm: Di fferential Geometry I
Chapter 11 Geometric Continuity
Chapter 12 ConicSections
Chapter 13 Rational B e zier and B-Spline Curves
Chapter 14 Tensor Product Patches
Chapter 15 Constructing Polynomial Patches
Chapter 16 Composite Surfaces
Chapter 17 B ezier Triangles
Chapter 18 Practical Aspects of B ezier Triangles
Chapter 19 W. Boehm: Differential Geometry II
Chapt er 20 GeometricContinuityforSurfaces
Chapter 21 Surfaces w ith Arbitrary Topology
Chapter 22 Coons Patches
Share This Book: