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discrete mathematics with cryptographic applications PDF
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"Discrete Mathematics with Cryptographic Applications" is a comprehensive textbook that integrates the fundamental concepts of discrete mathematics with their practical applications in the field of cryptography. The book serves as an essential resource for students and professionals alike, providing a solid foundation in the mathematical principles underpinning modern cryptographic techniques. It covers various topics such as number theory, combinatorics, graph theory, and algorithms, all of which play a crucial role in securing data and communications.
The authors, Douglas R. Stinson and Maura Paterson, combine their expertise in mathematics and computer science to deliver an insightful exploration of how discrete mathematics forms the backbone of cryptographic systems. With a balanced approach, the book addresses both the theoretical aspects and practical applications, making it suitable for both academic study and professional reference. The inclusion of numerous examples and exercises enhances the learning experience, ensuring that readers can effectively grasp complex concepts.
The bibliographic information for the book includes an ISBN of 978-1-4919-7523-7, and it was published by Chapman and Hall/CRC. The book was released in 2018, making it a contemporary resource that reflects the latest advances in both mathematics and cryptography. It is widely used in university courses related to discrete mathematics and cryptography, and it has received positive reviews for its clarity and depth of coverage.
Overall, "Discrete Mathematics with Cryptographic Applications" stands out as a key resource in its field. It not only prepares readers for understanding the mathematical principles behind cryptographic systems but also equips them with the tools to apply these concepts in real-world scenarios. The book's clear presentation and practical focus make it an invaluable addition to the libraries of students, educators, and practitioners in mathematics and computer security.
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