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Full Description
Balanced, in-depth exploration of mathematics in cybersecurity, supported by case studies and other learning features
With clear and concise explanations, practical examples, case studies, and real-world applications, Mathematics in Cybersecurity is an essential learning aid for readers seeking an understanding of the fundamental concepts in the field. This comprehensive book delves into a wide range of topics, including sets, logic, binary and other number systems, logic gates, combinatorial logic circuits, equations and graphs, linear equations and matrices, sequences and series. Other topics covered include right triangle geometry and trigonometry, exponential and logarithmic equations, probability, statistics, graph theory, and cryptography.
The book is an ideal companion resource for courses involving mathematical concepts in cybersecurity. It allows tailoring of the content to meet the needs of career education and online schools, ensuring it is comprehensible to students who may be learning remotely and relying on self-study.
Mathematics in Cybersecurity also includes information on:
Discrete math, set theory fundamentals, propositional logic, and number systems and conversions
Digital logic circuits, linear equations and matrices, sequences and recursion, and trigonometry and pre-calculus
Complex numbers, exponential and logarithmic functions, and probability and counting techniques
Graph theory applications and coding for cryptography
By adopting a balanced approach that combines traditional and contemporary ideas, Mathematics in Cybersecurity provides a readable and rigorous treatment of the subject matter for aspiring cybersecurity professionals, equipping them with the necessary tools to tackle complex cybersecurity challenges confidently and excel in their field.
Contents
Foreword
About the Authors
About the Companion Website
Chapter 1 - Introduction to Sets
Chapter 2 - Logic
Chapter 3 - Introduction to Number Systems
Chapter 4 - Straight-Line Equations and Graphs
Chapter 5 - Introduction to Systems of Linear Equations
Chapter 6 - Sequences and Summation Notation
Chapter 7 - Measuring an Angle
Chapter 8 - Introduction to Complex Numbers
Chapter 9 - Exponentials and Algorithms
Chapter 10 - What Do We Mean by Statistics?
Chapter 11 - Basic Concepts of Probability
Chapter 12 - Graph Theory
Chapter 13 - What is Cryptography?
Index
