A comprehensive reference guide that summarizes key concepts across elementary mathematics—arithmetic, algebra, geometry, trigonometry, and tables/graphs—with definitions, formulas, examples, and helpful hints, designed for quick lookup or systematic review.
Logic for Mathematics and Computer Science by Stanley N. Burris aims to offer a balanced, hands‑on introduction to mathematical logic tailored for students in mathematics and computer science. The text covers both traditional topics and algorithmic methods, making logic relevant and practical. It begins with Aristotle’s syllogisms and Boole’s algebra of logic, progresses through propo…
Schaum's Easy Outlines are streamlined versions of best-selling Schaum's titles. We've shortened the text, broadened the visual appeal, and introduced study techniques to make mastering any subject easier. The results are reader-friendly study guides with all the impressive academic authority of the originals. Schaum's Easy Outlines feature: Concise text that focuses on the essentials of …
Transition to Higher Mathematics: Structure and Proof introduces students to the language and methods of higher-level mathematics, with a strong focus on developing proof-writing skills and logical reasoning. Designed for students transitioning from calculus to theoretical mathematics, the book covers key topics such as propositional and predicate logic, set theory, relations, functions, mathem…
comprehensive undergrad number theory text blending rigorous proofs with practical applications—covering topics from divisibility and congruences to cryptography, enhanced with exercises, computational projects, and real-world context.
This book provides a clear and comprehensive introduction to discrete mathematics, with a strong focus on logic, proof techniques, and mathematical reasoning. Designed for students in computer science and mathematics, it covers topics such as logic, sets, functions, algorithms, number theory, relations, graphs, and combinatorics. Through detailed explanations, examples, and exercises, the text …
The fourth edition of Kenneth Rosen's widely used and successful text, Elementary Number Theory and Its Applications, preserves the strengths of the previous editions, while enhancing the book's flexibility and depth of content coverage. The blending of classical theory with modern applications is a hallmark feature of the text. The Fourth Edition builds on this strength with new examples, a…
This book presents a balanced introduction to numerical mathematics and computer applications, designed for students in mathematics, engineering, and the physical sciences.
A comprehensive, combined algebra text that introduces foundational topics in both beginning and intermediate algebra—designed to build a strong base in algebraic skills through clear explanations and extensive practice.
This textbook introduces modern statistical concepts and methods tailored for students in the life sciences. Starting from basic principles like t-tests and ANOVA, it guides the reader through to more complex techniques including general linear models (GLMs). The authors focus on conceptual understanding with minimal reliance on mathematical notation, using real-life examples and datasets to en…