M. Anshel and D. Goldfeld,
"Zeta Functions, One-Way Functions, and Pseudorandom Number
Generators", Duke Mathematical Journal, Vol. 88 No. 2 (1997)
371-390.
"In 1997,Anshel and Goldfeld
[6],presented an explicit construction of a pseudorandom number generator
arising from an elliptic curve,which can be effectively computed at low
computational cost. They introduced a new intractable problem,distinct from
integer factorization or the discrete log problem, that leads to a new class of
one-way functions based on the theory of zeta functions,and against which there
is no known attack."- Richard M. Mollin,"Introduction to
Cryptography" CRC Press (2000)
