Applications of cryptography

Looking for the best websites in secret writing is a daunting, if not an impossible job. This is beca iness-valued function, as I started searching the Web for interesting sites on coding, I undercoat that there atomic number 18 only when so more. The task is made even out more difficult by the fact that cryptology is much(prenominal) a broad subject which encompasses some(prenominal) sub-subjects. Nevertheless, I contrive to choose trio sites. Basically, I just set two criteria for choosing a site it has to be interesting and it has to be good understand able-bodied even when the content is technical.Being a history en and theniast, my search for fascinating contents take me to a website that features cryptology in the 16th and seventeenth centuries. It cigarette be accessed via the link http//home. att. net/tleary/cryptolo. htm and is written by Thomas (Penn) Leary. One of the reasons I was drawn to this site is the conception of an author for the site. With inte rnet access and blogging cordial to almost everyone, I tend to get wary of websites whose authors are recondite for I feel that this lessens the reliability of the site and its contents, unless the site belongs to a companionship or organization whose reliability cannot be questioned.The content starts with a philosophical statement by Blaise de Vigenere, something which I found instead a endearing. Being generally a non-technical site, it avoids the use of cryptological jargon and instead uses words easily understandable by almost any reader. Ex international ampereles of the early kinds of cryptology such as the Elizabethan cryptology (uses numbers to en suppose garner) were discussed in the site. several(prenominal) paragraphs in the site are attributed to Johannes Trithemius, a German monk who is excessively considered the stolon theoretician in cryptography.Most of his schemes in addition include steganography, a tight fitting cousin to cryptography, which involves concealing the existence of the message itself. Aside from that, Trithemius contributed much to the existence of polyalphabeticity. His tableau, which he called his tabula recta, uses the normal alphabet in various positions as the cypher alphabets. Giovanni Battista della Porta, another famous early cryptographer received a highlight in the site. Likewise, the use of acrostic, a enroll which involves using the first letters of a poem in order to form a word, was overly given emphasis.Poets in the Italian Renaissance and during the Elizabethan period were account to be quite fond in using acrostic. Although quite non-technical, this website appealed to me because I can look back and trace the early days of cryptology when there were no computers and other neo crypto graphing equipment. It is fascinating to note that the state-of-the-art cryptography used nowadays evolved from relatively simple ciphers such as Trithemius tableau and acrostic. In terms of breeding presentation, the website did quite well and the information was arranged in a exempt and systematic manner.Furthermore, the author cited several works which I find commendable as most of the websites at once obtain information from other sites, books and journals without acknowledging these sources. As for the technical side, I found David Wagners (1999) discussion of the Boomerang Attack quite interesting. His write up can be accessed by this link lasecwww. epfl. ch/intranet/proceedings-iacr-98-03/papers/1636/16360156. pdf, although I believe it to begin with came from www. cs. berkeley. edu/daw/papers/ backfire-fse99. ps. As you might have noticed Im quite a stickler for the reliability of website contents.Apart from the base being quite interesting, I chose this website because it came from an academic institution, which I believe screens articles and papers before handbill it in their website. Even for non-technical readers, Wagners (1999) introduction to the concept of a boomerang fla ck is quite comprehensible. He started by describing first derivative cryptanalysis, a virile cryptanalytic technique. Because of such power, differential analysis has been used to break many published ciphers. Block cipher designers therefore ensure that their design is secured from differential attacks.Algorithm designers usually compute an upper bound p on the luck of any differential characteristic on the cipher. The designer then invokes an ofttimes repeated folk theorem stating that any successful differential attack testament require at least 1/p texts to break the cipher, thus making a conclusion that the cipher is safe from differential attacks. In order to prove this folk theorem false, Wagner (1999) exhibited an attack in this case the boomerang attack that allows an opponent to beat the 1/p bound in some cases.Lets say the best characteristic for half of the rounds of the cipher has a probability of q, a successful boomerang attack leave behind therefore need O (q- 4) chosen texts. In some cases, q-4 > 1/p, in which case the boomerang attack volition be able to beat the folk theorems bound. Basically, a boomerang attack is muted a differential-style attack but does not try to cover the firm cipher with a single pattern having a significantly spacious probability. Instead, the attacker tries to find two highly-probable patterns, though not necessarily think to each other, but when taken together can cover the wholly cipher (Standaert, Piret, Quisquater, 2003).Wagner (1999) does not only discuss boomerang attack theoretically and only through probabilities, he showed how boomerang attack can be used to break COCONUT98, a cipher that rely on decorrelation techniques for its design. The respite of COCONUT98 suggests that decorrelation design may fail to give enough security against conjure up differential attacks when caution is not taken. Therefore the use of decorrelation techniques is not a total guarantee of safety against differenti al-style attacks.Nevertheless, a decorrelation design still improves the ciphers security such that in the absence of a decorrelation module, COCONUT98 will be more vulnerable to conventional differential-style attacks. Wagner (1999) also demonstrated the use of boomerang attacks on Khufu and FEAL, and included a description of inside-out attack, a dual to boomerang attack, with the boomerang attack working from the outside, darn the inside-out attack works from the inside. In general, the site is very informative but I must admit, quite technical.One therefore does not rise it without having received a background on cryptology. Oliver Pells (nd) website, which he claims has won him a prize in a mathematics essay contest, is just as interesting. Accessed from http//www. ridex. co. uk/cryptology/_Toc439908875, it presents a very useful overview of cryptology. Slightly technical, it comes in between the first two websites. Whereas the first is definitely non-technical while Wagners ( 1999) paper is definitely technical, Pell (nd) presents technical data in the simplest way possible.In fact, among the three sites, this one definitely stands out. The website content begins with the definition of commonly-used cryptographic terms, an indication that the paper is meant to be read by a wide range of interview including non-technical ones. The history of cryptography and cryptanalysis which followed the definition is quite fascinating and seems to me, well-researched. superannuated Egyptians, Hebrews and Assyrians already developed a crude form of cryptographic systems.Later on, the Greeks invented the first flip-flop cipher but it was the Arabs who were the first to have a clear grasp on the principles of cryptography and elucidated the beginning of cryptanalysis. In the more modern times, the uses of cryptography during the First and Second World War were also discussed. What follows is a detailed discussion on cryptography starting on how cryptographic systems ar e grouped based on the mathematical operation that changes the give up text into ciphertext using the encryption let on, based on whether a wad or current cipher is produced, and based on the type of key used, whether single or two key.Substitution ciphers ciphers wherein the units of the plaintext are replaced with symbols or group of symbols, transposition ciphers rearranging of the letters of the plaintext without actually changing the letters themselves, block ciphers symmetric-key encryption algorithms that changes a fixed length block of the plaintext into the same length of cipher text, and stream ciphers also breaks plaintext into units but usually a single character are just some of the ciphers discussed in greater detail under the single key cryptography.A conundrum in cryptography the key distribution problem is also tackled. Such a problem usually occurs because both the vector and the receiver hold a copy of the key, but must also prevent others from getting access to the key. The solution to this problem, the two-key cryptography, is also discussed. Briefly, a two-key cryptography enables a user to possess two keys one public and one private with the public key used to encrypt the data to be sent, and the private key used to decrypt it.Some common applications of cryptography, such as protecting confidential company information and protecting a yell call just to name a few, are also presented. In general, the topic (Cryptography) is really well presented. At times when the topic gets a bit too technical (like algorithms), the author presents examples in order for the topic to be better understood. Such a well presented website content is quite uncommon and indeed deserves a prize. References Leary, T. (1996 July). Cryptology in the 16th and 17th Centuries.Retrieved folk 27 from http//home. att. net/tleary/cryptolo. htm Pell, O (nd). Cryptology. Retrieved September 27, 2007 from http//www. ridex. co. uk/ cryptology/_Toc439908875. S tandaert, F-X. , Pirret, G. & Quisquater, J-J. (2003). Cryptanalysis of Block Ciphers A Survey. UCL Crypto Group Technical Report Series. Retrieved September 27, 2007 from http//www. di. ens. fr/piret/publ/cg03-2. pdf Wagner, P. (1999). Boomerang Attack. Retrieved September 27, 2007 from lasecwww. epfl. ch/intranet/proceedings-iacr-98-03/papers/1636/16360156. pdf.