Week 1: Bernstein polynomial, degree elevation, constructing polynomial patches: Ruled surfaces
Bernstein polynomial, degree elevation, constructing polynomial patches: Ruled surfaces
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Course Material
- Week 1: Bernstein polynomial, degree elevation, constructing polynomial patches: Ruled surfaces
- Week 2: Subdivision Schemes, Properties of Subdivision scheme
- Week 3: Types of Subdivision scheme
- Week 4: Analysis of Subdivision
- Week 5: Smoothness analysis of Binary Subdivision scheme
- Week 6: Smoothness analysis of Ternary Subdivision scheme
- Week 7: Smoothness analysis of Quaternary Subdivision scheme
- Week 8: Tensor product of Subdivision scheme
- Week 09: Mid Terms
- Week 10: Rational Bezier & B-spline surfaces, surface of revolution
- Week 11: COONS & trimmed surface
- Week 12: Lofted Surfaces
- Week 13: Bezier Triangles: The de Casteljau algorithm, triangular blossoms
- Week 14: Bernstein polynomial, derivatives, subdivision, differentiability
- Week 15: Recursive subdivision curve
- Week 16: Translational surfaces, tensor product interpolation, bicubic Hermite patches
- Week 17: Composite Surfaces, Rational Bezier & B-spline surfaces, surface of revolution
- Week 18: Final Exam
- Chapters 18
- Department Mathematics
- Teacher
Dr. Muhammad Faheem Khan
