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Diffie and Hellman system - tradução para russo
PROBLEM IN CRYPTOGRAPHY
Diffie-Hellman protocol; Diffie Hellman problem; Computational Diffie-Hellman problem; Diffie-Hellman problem; Computational Diffie–Hellman problem; Decision Diffie–Hellman problem; Diffie-hellman protocol; Diffie-Hellman assumption
Diffie and Hellman system
криптосистема Диффи и Хеллмана (на основе задачи об укладке рюкзака)
system of units
COLLECTION OF UNITS OF MEASUREMENT AND RULES RELATING THEM TO EACH OTHER
System of units; Ancient weights and measures; Historical weigths and measures; Traditional systems of measurement; Systems of units; Feudal measurement; Feudal Measurement; Measurement System; Mediaeval weights and measures; Historical weights and measures; Customary system; Customary measurement systems; Traditional measurement systems; Customary unit; Measurent system; Measurement system; Customary measurement system; Measurement Systems; System of weights and measures; Customary units of measure; Systems of measurement
[физ.] система измерений
system of units
COLLECTION OF UNITS OF MEASUREMENT AND RULES RELATING THEM TO EACH OTHER
System of units; Ancient weights and measures; Historical weigths and measures; Traditional systems of measurement; Systems of units; Feudal measurement; Feudal Measurement; Measurement System; Mediaeval weights and measures; Historical weights and measures; Customary system; Customary measurement systems; Traditional measurement systems; Customary unit; Measurent system; Measurement system; Customary measurement system; Measurement Systems; System of weights and measures; Customary units of measure; Systems of measurement
математика
система единиц
Wikipédia
Diffie–Hellman problem
The Diffie–Hellman problem (DHP) is a mathematical problem first proposed by Whitfield Diffie and Martin Hellman in the context of cryptography. The motivation for this problem is that many security systems use one-way functions: mathematical operations that are fast to compute, but hard to reverse. For example, they enable encrypting a message, but reversing the encryption is difficult. If solving the DHP were easy, these systems would be easily broken.
