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This reference work looks at modern concepts of computer security. It introduces the basic mathematical background necessary to follow computer security concepts before moving on to modern developments in cryptography. The concepts are presented clearly and illustrated by numerous examples. Subjects covered include: private-key and public-key encryption, hashing, digital signatures, authentication, secret sharing, group-oriented cryptography, and many others. The section on intrusion detection and access control provide examples of security systems implemented as a part of operating system. Database and network security is also discussed. The final chapters introduce modern e- business systems based on digital cash.
- Sales Rank: #8385014 in Books
- Published on: 2010-02-19
- Original language: English
- Number of items: 1
- Dimensions: 9.00" h x 1.58" w x 6.50" l, 2.63 pounds
- Binding: Paperback
- 677 pages
Review
From the reviews:
"The goal of the book is to present the basic concepts in computer and network security. … It has 18 chapters, each … concluding with a set of exercises and problems. … the book overviews the most important topics of cryptography and some topics on computer security. It may be used for self-study, as well as a text for undergraduate and postgraduate courses." (Lenka Fibikova, Zentralblatt MATH, Issue 1011, 2003)
From the Back Cover
This book presents modern concepts of computer security. It introduces the basic mathematical background necessary to follow computer security concepts. Modern developments in cryptography are examined, starting from private-key and public-key encryption, going through hashing, digital signatures, authentication, secret sharing, group-oriented cryptography, pseudorandomness, key establishment protocols, zero-knowledge protocols, and identification, and finishing with an introduction to modern e-bussiness systems based on digital cash. Intrusion detection and access control provide examples of security systems implemented as a part of operating system. Database and network security is also discussed.
This textbook is developed out of classes given by the authors at several universities in Australia over a period of a decade, and will serve as a reference book for professionals in computer security. The presentation is selfcontained. Numerous illustrations, examples, exercises, and a comprehensive subject index support the reader in accessing the material.
Most helpful customer reviews
3 of 3 people found the following review helpful.
Relevant and useful to security professionals
By rpv
The widespread use of the Internet for serious applications makes this book particularly relevant. It is of utmost importance that information is protected against hackers and rogue nations because individual users and governments are conducting more Internet banking, trade, and commerce, as well as proprietary inter-company business on the Web. Several vulnerabilities are found in different operating systems, and, because Internet routing occurs across administrative domains, control traffic needs to be protected. This is why this book is particularly effective for designers of security mechanisms.
A very rigorous treatise on the mathematics of different cryptographic algorithms and security aspects is contained in this book. For this reason, a more apt title would have been Mathematical foundations to computer security. The book contains 18 detailed chapters, and can be used independently by engineers, scientists, and researchers, or by students in introductory courses to cryptography, electronic commerce, advanced cryptography, and computer and network security. The book is very comprehensive, with the first two chapters dealing with general mathematical principles needed for understanding cryptography, such as modular arithmetic, complexity of algorithms, and so on. The next two chapters delve into a myriad of details of private key and public key cryptosystems. The chapter on the data encryption standard (DES) class of algorithms explains this subject in depth. Other modern private key cryptosystems like RC6 and Rijndael are addressed, and cryptanalysis of the algorithms is offered.
On the public key front, RSA cryptosystems are addressed, as well as Merkle-Hellman, McEliece, elliptic cryptosystems, and several others. The popular MD family of hash functions is mathematically dealt with in a separate chapter. Digital signatures, authentication, secret sharing, and group-oriented cryptography are all described in separate chapters as well.
Key establishment protocols and key agreement protocols are clearly explained, including the popular kerberos. Computer and network security pertaining to computer systems are explained in depth in the last five chapters. Mathematical principles of intrusion detection (ID) are explained before giving specific ID systems, and a detailed summary of popular ID systems is given at the end of the chapter. The mathematical concepts of electronic elections, digital money, database protection, security, and access control are illustrated in detail, and Internet protocol security (IPSec) is described in detail, as is the secure sockets layer (SSL) scheme.
Throughout the book, where necessary, theorems, lemmas, and proofs are given. The problems and exercises at the end of each chapter are very stimulating. The extensive bibliography (containing over 500 items) is sure to satisfy anyone, particularly doctoral candidates in computer security, who want to explore the area further. In summary, the book is an excellent source of mathematical fundamentals of computer security, and can be used to study weaknesses in existing methods, and study the current set of cryptographic algorithms.
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