By Mihir Bellare, Ran Canetti, Hugo Krawczyk (auth.), Neal Koblitz (eds.)
Crypto '96, the 16th Annual Crypto convention, is backed through the foreign organization for Cryptologic learn (IACR), in cooperation with the IEEE laptop Society Technical Committee on safety and P- vacy and the pc technology 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 used to be geared up by means of the 16-member application C- mittee. We thought of one hundred 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 authorised for presentation. furthermore, there'll be 5 invited talks by way of Ernest Brickell. Andrew Clark, Whitfield Diffie, Ronald Rivest, and Cliff Stoll. A Rump consultation can be chaired via Stuart Haber. those court cases include 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 contributors and/or open air specialists, and their reviews have been taken under consideration within the revisions. despite the fact that, the authors (and no longer the committee) undergo 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
D. R . Stinson, Universal hashing and authentication codes, in “Advances in Cryptology CRYPT0 ’91”, J . , Lecture Notes an Computer Science 576 (1992), 74-85. 13. D. R. Stinson, Universal hashing and authent,ication codes, Designs, Codes and Cryptography 4 (1994), 369-380. 14. D. R. Stinson, On the connections between universal hashing, cornbinatorid designs and error-correcting codes, to appear in Congressus Numerantiurn 115 (1996). 1 15. R. Taylor, Nearly optimal unconditionally secure authentication, in “Advances in EUROCRYPT ’94”, A.
Wha(. e ( ~ 1 ,. , y 7 1 )from ( x i , .. ers are well chosen). e. w i t h Caussiaii reclurt,ion) in order to design a new cryptosystems. 49 The first example of Dragon in signature It is easy t o use this little Dragon Algorithms for asymmetric signatures. For example if ( ~ 1 %. , yn) is t,he message to sign (or a public transformation of the message to sign), then ( T I ,. rr,)will be the signature ('l'he value x corresponding to CL = 0 may be public iri order to avoid this value to be a valid signature of any message).
Let Proof. We calculate N a i, 0 1 2 ( f l , f 2 ) from an cxponrntial sum. Similar to the proof of Lemma 6, WE obtain = c Y1 . 2) I ,rl,~,~,,(Ylfl(z)+yzfz(~)), CF,m Isolating the casc y1 = 22 = 0, which contributes qnLto thc slim in the right hand side, and using the ~%il-Carlitz-TJchiyaniahourid, Theorem 5, it then follows that Proof. Property i) in Definition 2 is casily wrified. FD and f ( z ) # a f ( r x ) , for all cy t F(/, for any choice of f(s)# 0. Also, qm(upLD/pl) and I Y I= q 2 , 1x1 1 It is clear that t,hc above results can bc further generalized.