Week 16: Steiner triple systems
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Course Material
- Week 01: Basic definitions and properties of Latin Squares
- Week 02: Related structure, The incidence matrix
- Week 03: Graphs
- Week 04: The Bruck - Ryser-Chowla theorem,
- Week 05: Singer groups and difference sets.
- Week 06: Arithmetical relations and Hadamard 2- designs
- Week 07: Incidence Matrices
- Week 08: Matchings
- Week 09: Mid Term Examination
- Week 10: Projective and affine planes
- Week 11: Nets. Hadamard matrices
- Week 12: Hadamard 2-D design
- Week 13: Biplanes
- Week 14: strongly regular graphs
- Week 15: Cameron’s theorem and Hadamard 3-desings
- Week 16: Steiner triple systems
- Week 17: The Mathieu groups
- Week 18: Final Term Exam
- Chapters 18
- Department Mathematics
- Teacher
Dr. Ahmad Muhammad Mumtaz
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