- The
Benaloh Cryptosystem is an
extension of the Goldw****er-Micali
cryptosystem (GM)
created in 1985 by Josh (Cohen)
Benaloh. The main
improvement of the...
-
individual members of the set. This
concept was
formally introduced by Josh
Benaloh and
Michael de Mare in 1993.
There are
several formal definitions which...
- Goldw****er–Micali
cryptosystem (unbounded
number of
exclusive or operations)
Benaloh cryptosystem (unbounded
number of
modular additions)
Paillier cryptosystem...
-
Integer factorization Benaloh Blum–Goldw****er Cayley–Purser Damgård–Jurik GMR Goldw****er–Micali Naccache–Stern
Paillier Rabin RSA Okamoto–Uchiyama Schmidt–Samoa...
-
Retrieved December 6, 2016. Abelson, Hal; Anderson, Ross; Bellovin,
Steven M.;
Benaloh, Josh; Blaze, Matt; Callas, Jon; Diffie, Whitfield; Landau, Susan; Neumann...
-
Integer factorization Benaloh Blum–Goldw****er Cayley–Purser Damgård–Jurik GMR Goldw****er–Micali Naccache–Stern
Paillier Rabin RSA Okamoto–Uchiyama Schmidt–Samoa...
-
Integer factorization Benaloh Blum–Goldw****er Cayley–Purser Damgård–Jurik GMR Goldw****er–Micali Naccache–Stern
Paillier Rabin RSA Okamoto–Uchiyama Schmidt–Samoa...
-
attack Backdoor Abelson, Harold; Anderson, Ross; Bellovin,
Steven M.;
Benaloh, Josh; Blaze, Matt; Diffie, Whitfield; Gilmore, John; Green, Matthew; Landau...
-
Integer factorization Benaloh Blum–Goldw****er Cayley–Purser Damgård–Jurik GMR Goldw****er–Micali Naccache–Stern
Paillier Rabin RSA Okamoto–Uchiyama Schmidt–Samoa...
-
yields a
polynomial degree at most d = t − 1.
Based on that observation,
Benaloh's protocol can be
shown to
allow the
share holders to
perform the required...
