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Diffie-Hellman Is As Strong As Discrete Log For Certain PrimesProbabilistic Polynomial Time (see [Odl]). In [Poh], An Algorithm Is Given Which Solves The D.L. Problem In Polynomial Time For The Case Where All Prime Factors Of P-I Are Smaller Than Some Constant B. The Time Remains Polynomial If We Take B = Q(2logP), For Some Fixed Polynomial Q(.). 21th, 2024Formal Proofs Of Cryptographic Security Of Di E-Hellman ...Bilistic Polynomial-time Execution Of Protocols, Under Attack By A Probabilistic Polynomial-time Adversary, Without Explicit Formal Reasoning About Probability Or Complexity. In Addition, Di Erent Axioms Depend On Di Erent Cryptographic Assumptions, Allowing Us To Consider Which Assumptions Are Actually Necessary For Each Property We Establish. 18th, 2024Formal Proofs Of Cryptographic Security Of Diffie-Hellman ...Bilistic Polynomial-time Execution Of Protocols, Under Attack By A Probabilistic Polynomial-time Adversary, Without Explicit Formal Reasoning About Probability Or Complexity. In Addition, Different Axioms Depend On Different Cryptographic Assumptions, Allowing Us To Consider Which Assumptions Are Actually Necessary For Each Property We Establish. 18th, 2024.
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