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Cybersecurity and Applied Mathematics
Engleski
133 b
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Cybersecurity and Applied Mathematics explores the mathematical concepts necessary for effective cyber security research and practice, taking an applied approach for practitioners, as well for students about to enter the field. This book covers methods of statistical exploratory data analysis and visualization as a type of model for driving decisions, as well as key topics such as graph theory, topological complexes, and persistent homology. Defending the Internet is a complex effort, but applying the right techniques from mathematics can make this task more manageable. Cybersecurity and Applied Mathematics is essential reading for creating useful and replicable methods for analyzing data. Describes mathematical tools for solving cybersecurity problems, enabling analysts to pick the most optimal tool for the task at handNumerous cybersecurity examples and exercises throughout using real world dataWritten by mathematicians and statisticians with hands-on practitioner experience
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