This book explores public key cryptographic systems, first investigating the question of cryptographic security of bits in the RSA encryption and then constructing a new knapsack type public key cryptosystem, based on arithmetic in finite fields.
In Part I, two problems involving the RSA encryption of a message are proved to be equivalent. This equivalence implies that an adversary, given the ciphertext, can't do better than guessing unless s/he can break the RSA code. The results generated by the author's proof indicate that Rabin/RSA encryption can be directly used for pseudo random bit generation.
A new knapsack type public key cryptosystem is introduced in Part II, along with a detailed description of its implementation. The system is based on a novel application of arithmetic in finite fields, following a construction by Bose and Chowla. By choosing appropriate parameters, the density of the resulting knapsack can be controlled. In particular, the density can be made high enough to foil low-density attacks against this new system. At present there are no known attacks capable of breaking the system in a reasonable amount of time.
Ben-Zion Chor received his doctorate from MIT where he is currently a Post Doctoral Fellow in the Computer Science Laboratory. Two Issues in Public Key Cryptography: RSA Bit Security and a New Knapsack Type System is a 1985 ACM Distinguished Dissertation.
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Seller: Munster & Company LLC, ABAA/ILAB, Corvallis, OR, U.S.A.
Hardcover. Condition: Very Good. Cambridge, Massachusetts / London: The MIT Press, 1986. 78 pp. 23.5 x 18 cm. Paper covered boards printed in black and blue, with white titling to cover and spine. Rubbing to boards and spine, with heavier rubbing to front cover. Faint sunning to spine. Bump to upper corner of rear board. Light foxing to edges of text block. MIT review copy bookmark laid in. Interior is clean and unmarked. Binding firm. . Hard Cover. Very Good. Seller Inventory # 626299