Volume 12 (2020)
Volume 11 (2019)
Volume 10 (2018)
Volume 9 (2017)
Volume 8 (2016)
Volume 7 (2015)
Volume 6 (2014)
Volume 5 (2013)
Volume 4 (2012)
Volume 3 (2011)
Volume 2 (2010)
Volume 1 (2009)
1. NETRU: A Non-commutative and Secure Variant of CTRU Cryptosystem

Reza Ebrahimi Atani; Shahabaddin Ebrahimi Atani; A. Hassani Karbasi

Volume 10, Issue 1 , Winter and Spring 2018, , Pages 45-53

http://dx.doi.org/10.22042/isecure.2018.0.0.2

Abstract
  In this paper we present a new finite field-based public key cryptosystem(NETRU) which is a non-commutative variant of CTRU. The original CTRU is defined by the ring of polynomials in one variable over a finite field F2. This system works in the ring R = F2[x]=hxN 􀀀 1i and is already broken ...  Read More

2. On the design and security of a lattice-based threshold secret sharing scheme

H. R. Amini Khorasgani; S. Asaad; H. Pilaram; T. Eghlidos; M. R. Aref

Volume 8, Issue 1 , Winter and Spring 2016, , Pages 25-38

http://dx.doi.org/10.22042/isecure.2016.8.1.2

Abstract
  In this paper, we introduce a method of threshold secret sharing scheme (TSSS) in which secret reconstruction is based on Babai's nearest plane algorithm. In order to supply secure public channels for transmitting shares to parties, we need to ensure that there are no quantum threats to these channels. ...  Read More

3. EEH: AGGH-like public key cryptosystem over the eisenstein integers using polynomial representations

R. Ebrahimi Atani; Sh. Ebrahimi Atani; A. Hassani Karbasi

Volume 7, Issue 2 , Summer and Autumn 2015, , Pages 115-126

http://dx.doi.org/10.22042/isecure.2016.7.2.4

Abstract
  GGH class of public-key cryptosystems relies on computational problems based on the closest vector problem (CVP) in lattices for their security. The subject of lattice based cryptography is very active and there have recently been new ideas that revolutionized the field. We present EEH, a GGH-Like public ...  Read More