By Mihir Bellare, Ran Canetti, Hugo Krawczyk (auth.), Neal Koblitz (eds.)
Crypto '96, the 16th Annual Crypto convention, is backed by means of the foreign organization for Cryptologic examine (IACR), in cooperation with the IEEE laptop Society Technical Committee on safeguard and P- vacy and the pc technological know-how division of the college of California at Santa Barbara (UCSB). It occurs at UCSB from August 18 to 22, 1996. the overall Chair, Richard Graveman, is answerable for neighborhood association and registration. The medical application was once prepared by way of the 16-member software C- mittee. We thought of a hundred and fifteen papers. (An extra 15 submissions needed to be summarily rejected as a result of lateness or significant noncompliance with the c- ditions within the demand Papers.) of those, 30 have been accredited for presentation. furthermore, there'll be 5 invited talks via Ernest Brickell. Andrew Clark, Whitfield Diffie, Ronald Rivest, and Cliff Stoll. A Rump consultation should be chaired via Stuart Haber. those complaints comprise the revised types of the 30 contributed talks. least 3 com- The submitted model of every paper was once tested by means of at mittee participants and/or outdoor specialists, and their reviews have been taken into consideration within the revisions. even if, the authors (and now not the committee) endure complete accountability for the content material in their papers.
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Additional info for Advances in Cryptology — CRYPTO ’96: 16th Annual International Cryptology Conference Santa Barbara, California, USA August 18–22, 1996 Proceedings
Krawczyk (17, Theorem 81 Theorem 8, C R Y P T 0 '94). t zz 3h - log h a,rd Pdl = ~ / 2 ~ - ' ~ + + + + + '. crrcsults. Their approach also has the advantage that the parameters are a bit inore flexible than this construction. 20 9. Rogaway ([lo, Theorem 111, CRYY‘I’O ’95). Here a = w A , b = wB (where A _< B“/6),1 M 3AlogB wB and Pdl E 3348/(B6 - 6 B 3 A ) . (Note: Since [lo, Theorem 111 produces a U family (actually a A U family), a, onetime pad is also needed t o obtain the authentication code.
M a t h . 173. 7 . G. t,ianskii, n. Smrets, imd T. Jotmisson, On the cardinality of systematic authentication codes via error correcting codes, Ih'Ei3 Truns. I n f o r m . Theory,42 (1996), 566-578. 8. H. Krawczyk, LFSR-based hashing and aiit,lienticatioIi, Advances in Cryptoloyy, Proceedings of CRYPTO 94, Y. , Lecture Notes in C o m p u t e r Science, 839 (1954), 129-139. 9. H. C. -J. , Lecture N o t e s in C o m p u t e r Sczence, 921 (1995), 140-149. 10. V. Kumar, T. R. 4n upper bound for Weil exponential sums over Galois rings and applications, IEEE Trans.
In a. neat way. 3 Exponential sums over finite fields Exponential sums has7ct bccn a n importarit, tool in number theory for solving problems involving integers. Such s u m can he consitfered in the framework of finite fields and turn out t o be useful in various applications. For more details, see [Ill. Let T r q - / q ( a he ) the trace function from IFqm to IFq defined by Furthermore, lrt, q = p ' , whcrc p is t,hc characteristic of F q , and let, Tr,,,(tu) be the trace function from Fq t o IFp.