The RSA Group is Pseudo-Free

Rigidity of pseudo-free group actions on contractible manifolds

In this article, we announce joint work with Frank Connolly and Jim Davis [6]. This follows an earlier case study of pseudo-free involutions on the n-torus carried out in [5]. The author is grateful to the organizers of the RIMS conferences where these results were disseminated in Asia: Transformation Groups and Surgery Theory (Masayuki Yamasaki, August 2010), Transformation Groups and Combinat...

RSA-OAEP is Secure under the RSA Assumption

Introduction to Pseudo-Group

The Identity Escrow (Group Signature) Scheme at CT-RSA'05 Is Not Non-frameable

Following an attack against exculpability, put forward on Asiacrypt’06, of ACJT’s group signature, we further found Nguyen’s identity escrow (group Signature) scheme did not satisfy non-frameabiliy either.

Pseudo-Valuation ‏‎Near ‎ring‎ and Pseudo-Valuation N-group in Near Rings

In this paper, persents the definitions of strongly prime ideal, strongly prime N-subgroup, Pseudo-valuation near ring and Pseudo-valuation N-group. Some of their properties have also been proven by theorems. Then it is shown that, if N be near ring with quotient near-field K and P be a strongly prime ideal of near ring N, then is a strongly prime ideal of ‎‎, for any multiplication subset S of...