Wavelet subdivision methods. GEMS for rendering curves and surfaces

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Front cover; Contents; List of Figures; List of Tables; Foreword; Preface; Teaching and Reading Guides; Chapter 1: OVERVIEW; Chapter 2: BASIS FUNCTIONS FOR CURVE REPRESENTATION; Chapter 3: CURVE SUBDIVISION SCHEMES; Chapter 4: BASIS FUNCTIONS GENERATED BY SUBDIVISION MATRICES; Chapter 5: QUASI-INTERPOLATION; Chapter 6: CONVERGENCE AND REGULARITY ANALYSIS; Chapter 7: ALGEBRAIC POLYNOMIAL IDENTITIES; Chapter 8:

Abstract:
Focusing on subdivision curves and surfaces, this book details wavelet methods for geometric design, editing, and algorithm development. It presents a study of the theory, methods, and construction  Read more...

Author(s): Chui, Charles; De Villiers, Johan
Series: EBL-Schweitzer
Edition: Online-ausg
Publisher: CRC Press
Year: 2010

Language: English
Pages: 476
City: Hoboken

Content: OVERVIEW. BASIS FUNCTIONS FOR CURVE REPRESENTATION. CURVE SUBDIVISION SCHEMES. BASIS FUNCTIONS GENERATED BY SUBDIVISION MATRICES. QUASI-INTERPOLATION. CONVERGENCE AND REGULARITY ANALYSIS. ALGEBRAIC POLYNOMIAL IDENTITIES. INTERPOLATORY SUBDIVISION. WAVELETS FOR SUBDIVISION. SURFACE SUBDIVISION. EPILOGUE. SUPPLEMENTARY READINGS. INDEX.