The book exposes the students to fundamental knowledge in:
- Mathematical logic, tautology and normal forms
- Elementary set theory, functions and their relations
- Algebraic structure, binary operation, group theory and homomorphism
- Theory of permutations and combinations, binomial and multinomial theorems
- Recurrence relations and methods of solving them
- Graph theory, spanning tree, Eulerian and Hamiltonian circuits and isomorphism
Key Features
Includes a large number of worked-out problems for sound understanding of the concepts.
Offers chapter-end exercises to test students’ comprehension of theory.
Gives a quiz section at the end of each chapter to help students prepare for the competitive examinations.
Incorporates short questions asked in universities’ examinations.