Discrete Mathematics for Undergraduates
2025 | 340 pages

J.P. Singh

Hardbound
INR 2500
ISBN: 9789349370432
Paperback
INR 595
ISBN: 9789390658220

Hardbound

INR 2500

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This book has been written for undergraduate students pursuing Discrete Mathematics as their subject. The book primarily aims at students preparing for BCA, Semester II examination conducted by GGSIP University. This book consists of eight chapters. All the chapters have been supplied by numerous solved examples and exercises along with their answers. The main objective of this book is to provide useful self-study material for the students. Clear diagrams have been drawn, text headings have been specified that helps students to grasp this subject easily. This will not only enhance students' understanding of the concepts discussed but will also prepare them for the examination.

Salient features:
1. The text matter is self-explanatory and the language is vivid and lucid.
2. To simplify the process of conceptual assimilation, problems have been segregated as LOTS (Lower Order Thinking Skills) and HOTS (Higher Order Thinking Skills).
3. Most of the questions conform to the trend questions appearing in GGSIPU.
4. Clear diagrams are provided in support of text.
5. Symbols with their meanings are provided for the help of students.
 

J.P. Singh is a Professor in Department of Mathematics at Jagan Institute of Management Studies, Rohini (Affiliated to GGSIP University), Delhi. He has more than 13 years of teaching experience and has taught at various affiliated Institutes of GGSIP University. He has undergone rigorous training from IIT Delhi in Financial Mathematics. He is a Certified Six Sigma Green Belt from Indian Statistical Institute, Delhi.

He is a lifetime member of the Indian Mathematical Society and Ramanujan Mathematical Society. His areas of interest include Stochastic Process, Discrete Mathematics, Mathematical Statistics, Numerical Methods, Number Theory and Theory of Computation.

1. Set Theory

2. Relations

3. Functions

4. Posets and Lattices

5. Mathematical Logic

6. Graph Theory

7. Paths and Circuits

8. Graph Coloring

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