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Memory-saving computation of the pairing fi nal exponentiation on BN curves
BN curves Tate pairing final exponentiation
2016/1/3
In this paper, we describe and improve efficient methods for computing
the hard part of the final exponentiation of pairings on Barreto-Naehrig
curves.
Saving Private Randomness in One-Way Functions and Pseudorandom Generators
Saving Private Randomness One-Way Functions Pseudorandom Generators
2009/6/2
Can a one-way function f on n input bits be used with fewer than n bits while retaining comparable
hardness of inversion? We show that the answer to this fundamental question is negative, if one is l...
Saving Private Randomness in One-Way Functions and Pseudorandom Generators
Saving Private Randomness One-Way Functions and Pseudorandom Generators
2008/5/21
Can a one-way function f on n input bits be used with fewer than n bits while retaining comparable
hardness of inversion? We show that the answer to this fundamental question is negative, if one is l...