This discrete-mathematics text offers a rigorous, example-rich foundation appropriate for CS undergraduates: mathematically sound, application-aware, and best used alongside more specialized references for deeper theoretical or analytic detail.
For those seeking a PDF version of this book, the best approach is to purchase the official eBook from reputable sources like PHI Learning's website or Google Play Books, or to access it through an affiliated library. This ensures you get a complete, high-quality, and legal copy, while also supporting the authors and publisher. With its clear explanations and structured format, this book remains an excellent choice for students aiming to build a firm foundation in the fundamental principles of discrete mathematics and their applications in computation.
The book is structured to guide learners from basic principles to advanced applications. It covers several critical modules:
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The book "Discrete Mathematics" by N. Chandrasekaran and M. Uma Parvathi provides a solid foundation for students to pursue further studies in discrete mathematics and its applications. The book covers a wide range of topics, including graph theory, combinatorics, and number theory, which are essential for:
Fundamental counting principles.
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A significant portion of the book is dedicated to graph theory. It covers Eulerian and Hamiltonian paths, graph coloring, planar graphs, and matrix representations of graphs. The discussion on trees includes spanning trees, binary trees, and traversal algorithms, which directly translate to data structure applications. 5. Algebraic Structures
Discrete mathematics is a field that involves the study of mathematical structures that are discrete, meaning they consist of individual, distinct elements rather than continuous values. This field has numerous applications in computer science, including algorithm design, data analysis, and computer networks. The book "Discrete Mathematics" by N. Chandrasekaran and M. Uma Parvathi provides a thorough introduction to the subject, covering topics such as set theory, relations, functions, graph theory, and combinatorics.
The book is intentionally designed to serve a wide range of students:
: Through chapters on Graph Theory , Trees , and Lattices , it provides the blueprints for how data is organized and how networks are built.
