courses
Sets and set operations; Relations, basic definitions and properties, Representing relations, Equivalence Relations, Partial orderings ; Functions; Cardinality of Sets. Text Book:…
Students are introduced to: Elementary logic, Predicates and Quantifiers ; Methods of proof ; Relations, basic definitions and properties, Representing relations, Equivalence Relations, Partial…
Classical cipher systems, Steam ciphers, Introduction to cryptanalysis, Exponential ciphers and public keys, Introduction to codes, Linear codes, Perfect codes, Cyclic codes.…
The student should prepare a research project under the supervision of a faculty member. This procedure involves three main steps: - Choosing the subject matter of the project.…
The student undertakes a supervised independent study and review of current research papers in an active branch of Mathematics
General counting methods, generating functions, recurrence relations, inclusion exclusion principle, Polaya’s enumeration formula, ordered sets, Mobius inversion formula, techniques for…
Covering and Packing Designs and Codes, Skolem sequences and applications in Designs and Codes, Methods of finding Designs and Codes
LatticeTheory: TwoDefinitionsofLattices, Somealgebraicconcepts, Polynomials, Identities, and Inequalities, Free Lattices, Special elements, Distributive lattices:…
The course covers selected topics in mathematics suggested by the student’s supervisor.
Basic definitions, Fundamental theorems, Chain decomposition, Linear extensions, Fixed points, Algorithmic aspects of chain decomposition, Cutsets, Fibers, Cutset and fiber…