Discrete: Mathematics By Olympia Nicodemi

Originally published in 1987 by West Publishing Co., this text serves as a "bridge" for first- or second-year undergraduate students. It is specifically crafted for a one-semester course, helping students transition from the continuous mathematics of calculus to the discrete reasoning required in computer science. Key Core Topics

If you decide to learn from Nicodemi’s Discrete Mathematics , here is a study strategy: Discrete Mathematics by Olympia Nicodemi

| Book | Focus | Proof Emphasis | Applications | Readability | |------|-------|----------------|--------------|--------------| | | Conceptual / Proof | High | Low | Very high | | Rosen | Comprehensive / Applied | Medium | High | Medium | | Epp | Balanced | Medium-High | Medium | High | | Hammack (Book of Proof) | Pure proof intro | Very high | None | High | Originally published in 1987 by West Publishing Co

Olympia Nicodemi is a distinguished professor of mathematics at SUNY Geneseo, known for her commitment to mathematical education and her ability to make complex topics accessible. Her approach in Discrete Mathematics reflects years of classroom experience, prioritizing student comprehension and the development of proof-writing skills. Core Themes and Coverage Her approach in Discrete Mathematics reflects years of

But for the student who wants to understand —really understand—what discrete mathematics is, why it works, and how to build new mathematics from old ideas, this book is a gift. It treats the reader not as a consumer of mathematical facts, but as a participant in mathematical thought.