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Titlebook: Coding Theory and Cryptography; From Enigma and Gehe David Joyner Conference proceedings 2000 Springer-Verlag Berlin Heidelberg 2000 Coding

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Number Theory and Cryptography (using Maple),al teaching details, but will happily forward all teaching materials (notes, examination papers, etc.) to any interested readers. Finally, several of my NT and Cryptography course Maple worksheets. are available on the internet [Cos].
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The Rigidity Theorems of Hamada and Ohmori, Revisited,idity theorem of Hamada and Ohmori, who assumed that . + 1 is a power of 2 and that . is already known to be the incidence matrix of a Hadamard design. Our results follow from a generalization of a rank inequality of Wallis.
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On Cyclic MDS-Codes,ometry and finite geometry. Further, we exhibit a complete .-arc over the field .., for even .. In the last section we discuss a connection between modular representations of the general linear group over .. and the question of whether a given cyclic code is MDS.
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Reminiscences and Reflections of a Codebreaker, Enigma, by Andrew Hodges [Ho], a sensitive and enormously informative biography of a genius who made a unique contribution to winning the war while he was simultaneously inventing the computer; and Codebreakers, edited by F. H. Hinsley and Alan Stripp [Hin], a series of articles providing detailed
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Sturgeon, The FISH BP Never Really Caught,lso called Tunny by Bletchley Park (BP), the Siemens . (SFM) T52, and the one-time-tape machine T43, also manufactured by Siemens. The Lorenz machines, which existed in three different models, SZ40, SZ42a, and SZ42b, are well known as the machines that were broken at BP with the aid of Colossus. The
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