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Cryptography: more books (100)

Algebraic Geometry in Coding Theory and Cryptography by Harald Niederreiter, Chaoping Xing, 2009-09-21
Cryptography & Network Security (McGraw-Hill Forouzan Networking) by Behrouz Forouzan, 2007-02-28
A Course in Number Theory and Cryptography (Graduate Texts in Mathematics) by Neal Koblitz, 1994-09-02
An Introduction to Cryptography, Second Edition (Discrete Mathematics and Its Applications) by Richard A. Mollin, 2006-09-18
Elementary Number Theory, Cryptography and Codes (Universitext) by M. Welleda Baldoni, Ciro Ciliberto, et all 2008-12-09
Contemporary Cryptography (Artech House Computer Security503) by Rolf Oppliger, 2005-04-30
Introduction to Cryptography with Java Applets by David Bishop, 2002-12
Cryptography for Developers by Tom St Denis, 2007-01-15
.NET Security and Cryptography by Peter Thorsteinson, G. Gnana Arun Ganesh, 2003-08-28
Cryptography for Visual Basic(r) : A Programmer's Guide to the Microsoft(r) CryptoAPI by Richard Bondi, 2000-09-01
Protecting Information: From Classical Error Correction to Quantum Cryptography by Susan Loepp, William Wootters, 2006-07-31
Finite Fields: Theory and Computation: The Meeting Point of Number Theory, Computer Science, Coding Theory and Cryptography (Mathematics and Its Applications) by Igor Shparlinski, 2010-11-02
Coding Theory and Cryptography: The Essentials, Second Edition (Pure and Applied Mathematics) by D.C. Hankerson, Gary Hoffman, et all 2000-08-04
Foundations of Cryptography: A Primer (Foundations and Trends in Theoretical Computer Science,) by Oded Goldreich, 2005-04-05

lists with details

Cryptography And Network Security, Second Edition
Computer Security and cryptography. At the Australian Defence Force Academy, University College, UNSW. Includes ppt slides and lab exercises.
http://williamstallings.com/Security2e.html

Extractions: Cryptography and Network Security: Principles and Practice, Second Edition by William Stallings Winner of the 1999 Award for the best Computer Science and Engineering textbook, awarded by the Text and Academic Authors Association, Inc. Last Updated: Friday, February 9, 2007 Useful Web Sites A chapter-by-chapter list of related web sites . This includes all active sites listed in the book, plus other useful sites. Suggestions welcome. Course Support Materials Student Resource Site : Help and advice for the long-suffering, overworked student.
Elliptic Curve Cryptography FAQ V1.12 22nd December 1997
Explains the difference between an elliptical curve and an ellipse. Discusses fields, applications, choosing a fixed point, and related topics.
http://www.cryptoman.com/elliptic.htm

Extractions: Well for a start, it is not the same as an ellipse! But to be more positive: from school mathematics, you probably know the equation for a circle centred on the (a,b) of radius r, which is (x-a)^2 + (y-b)^2 = r^2 where x, y, a, b and r are real numbers. An elliptic curve is also defined by an equation, but it has the slightly more complicated form: Again x and y are variables, a and b are constants. However, these quantities are not necessarily real numbers, instead they may be values from any field. For cryptographic purposes we always use a "finite" field - that is x, y, a and b are chosen from a finite set of distinct values. [In fact the equation given here is not the most general possible, but it will serve for the purposes of this FAQ, and as far as I know for all cryptographic purposes.] The familiar examples of fields are real numbers, complex numbers, rational numbers (fractions) and integers modulo a prime number. The latter is an example of a "finite field". The requirements of a field are normal addition and multiplication, plus the existence of both additive and multiplicative inverses (except that doesn't have a multiplicative inverse). To put it another way, a field has addition, subtraction, multiplication and division - and these operations always produce a result that is in the field, with the exception of division by zero, which is undefined.
Cryptography
cryptography, the encoding of messages to render them unreadable by anyone other than their intended recipient(s), is centuries old.
http://www.lincoln.edu/math/rmyrick/ComputerNetworks/InetReference/135.htm

Extractions: Next: Algorithms Cryptography, the encoding of messages to render them unreadable by anyone other than their intended recipient(s), is centuries old. The "Caesar Cipher" is so named because it was used by Julius Caesar. With the advent of modern computer technology, many of these older ciphers became trivially crackable using brute-force attacks. Modern cryptography, essential to the security of computer networks, is done with complex algorithms implemented on high speed computer systems. Generally speaking, computer cryptographic tasks can be broken into two general categories: encryption and authentication. Authentication is the verification of a message's sender. Authentication requires protecting a message so it can not be altered, usually by attaching to it a
Cryonics And Cryptography
Cryonics, cryptography, and Maximum Likelihood Estimation, a paper by Ralph Merkle, Ph.D.
http://www.merkle.com/cryo/cryptoCryo.html

Extractions: by Ralph C. Merkle Xerox PARC , 3333 Coyote Hill Road, Palo Alto, CA, 94304. This paper was published in the Proceedings of the First Extropy Institute Conference, held at Sunnyvale, California in 1994. Some changes have been made to this version. A more general overview of the technical feasibility of cryonics is available at http://www.merkle.com/cryo/techFeas.html Most people, if they think of cryonics at all, think of Woody Allen in Sleeper , Sigorney Weaver in Aliens , or Mel Gibson in Forever Young . The hero, after spending decades or centuries in the deep freeze, thaws out gradually and somewhat painfully. Rather stiff from the cold, the warmth of the new era slowly penetrates into their chilled limbs until they at last stretch and look about the world with renewed interest and vitality. Not! All in all, our hero is not going to simply thaw out and walk off. And yet the literature on freezing injury, on ischemia, and on the other damage likely caused by a cryonic suspension forced me to conclude that cryonics would almost surely work: how can this be? Fundamentally, people are made of molecules. If those molecules are arranged in the right way, the person is healthy. If the're arranged in the wrong way, the person is unhealthy or worse. While a surgeon's knife does indeed rearrange molecular structure, it does so only in the crudest fashion. The living tissue itself is what really arranges and rearranges the intricate and subtle molecular structures that underlie life and health. When the tissue is too badly damaged, when intracellular levels of ATP are too low to provide the energy the tissue needs to function, when its own internal structure is disrupted, it can no longer heal itself. Today's surgical tools, gross and imprecise at the cellular and molecular level, can no more aid in this process than a wrecking ball could be used to repair a Swiss watch.
Center For Cryptography, Computer And Network Security
Center for cryptography, Computer and Network Security at University of WisconsinMilwaukee.
http://www.cccns.uwm.edu/
IFCA
The International Financial cryptography Association (IFCA) was formed to advance the theory and practice of financial cryptography and related fields.
http://ifca.ai/

Extractions: Proceedings International Financial Cryptography Association The International Financial Cryptography Association (IFCA) was formed to advance the theory and practice of financial cryptography and related fields. IFCA's primary activity is the organization of its annual Financial Cryptography conference, which brings together experts from around the world to foster cooperation and the exchange of ideas. Financial Cryptography '09 info
Cryptography And Encryption
A resource featuring current security news and an introduction to cryptography.
http://www.jjtc.com/Security/crypto.htm
Introduction To Cryptography
Introduction to cryptography. * HTML format (chapter 1 only) @; * PDF format (requires Adobe Acrobat Reader). PGPi Home Documentation User s Guide
http://www.pgpi.org/doc/guide/6.5/en/intro/
Personal Page: Vlastimil Klima, Dr. (In Czech: Vlastimil Klíma)
Lectures on Applied cryptography at the Faculty of Mathematics and Physics, the first Czech Cryptographic Service Provider for MS WindowsNT (CSPI
http://cryptography.hyperlink.cz/

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