Architectures And Properties Of The Fcsr Combiner Generator S. Anand in...  Home/Search
Context
Related
| aukbc.org/patterns/...anandthesis.pdf Cached: PS.gz PS PDF This document uses CoBlitz to cache paper downloads. If your firewall is blocking outgoing connections to port 3125, you can use these links to download local copies.
Image Update HelpPS.gz PS PDF From: aukbc.org/pattern...publications (more) (Enter author homepages) |
Rate this article:      (best)Comment on this article |
Abstract: The feedback-with-carry shift register (FCSR) is an important primitive in the design of stream ciphers. In the first part of this thesis, we propose e#cient methods to search for FCSR architectures of guaranteed period and 2-adic complexity. We devise extended versions of these methods that yield architectures of guaranteed period and 2-adic complexity, given additional design constraints such as a fixed number of feedback tap connections. We also propose a search algorithm for a... (Update)
Active bibliography (related documents): More All
1.5: Fibonacci and Galois Representations of Feedback-With-Carry.. - Goresky, Klapper (2002) (Correct)
1.3: Elliptic Curve Pseudorandom Sequence Generators - Gong, Berson, Stinson (1998) (Correct)
0.9: Stream Ciphers - Robshaw (1995) (Correct)
System load high. Please wait...
Timeout. Please try your query later.
Similar documents based on text:
0.0: Unknown - (Correct)
BibTeX entry: (Update)
@misc{ architectures-search,
author = "Architectures And Properties",
title = "Search Algorithms For Fcsr",
url = "citeseer.ist.psu.edu/749533.html" }
Citations (may not include all citations):2003 The Art of Computer Programming (context) - Knuth - 1998
704 Applied Cryptography (context) - Schneier - 1996
439 An Introduction to the Theory of Numbers (context) - Hardy, Wright - 1979
170 Shift Register Sequences (context) - Golomb - 1967
114 Shift-register synthesis and BCH decoding (context) - Massey - 1969
103 A simple unpredictable pseudo random number generator (context) - Blum, Shub - 1986
84 Analysis and Design of Stream Ciphers (context) - Rueppel - 1986
57 A current view of random number generators (context) - Marsaglia - 1984
43 A new class of random number generators (context) - Marsaglia, Zaman - 1991
30 Random Numbers Fall mainly in Planes (context) - Marsaglia - 1968
26 An analysis of the structure and complexity of nonlinear bin.. (context) - Key - 1976
24 Matrices and the structure of random number sequences (context) - Marsaglia, Tsay - 1985
23 Monkey tests for random number generators (context) - Marsaglia - 1993
18 the lattice structure of certain linear congruential sequenc.. (context) - Couture, L'Ecuyer - 1994
18 the functions of linear shift register sequences (context) - On - 1986
17 and Zeta Functions (context) - Numbers, Analysis - 1984
15 Cipher Systems (context) - Beker, Piper - 1982
10 Arithmetic codes with large distance (context) - Mandelbaum - 1967
9 Distribution properties of multiply-withcarry random number .. - Couture, L'Ecuyer - 1997
8 Products of linear recurring sequences with maximum complexi.. (context) - Rueppel, Sta - 1987
8 adic shift registers (context) - Klapper, Goresky - 1993
7 Clock-controlled shift registers: A review (context) - Gollman, Chambers - 1989
7 yet another rng (context) - Marsaglia - 1994
7 The mathematics of random number generators (context) - Marsaglia - 1992
5 Linear complexity of periodic sequences: A general theory - Massey, Serconek - 1996
5 Generation of binary sequences with controllable complexity (context) - Groth - 1971
4 Products of linear recurring sequences (context) - Zierler, Mills - 1973
4 Large period nearly de Bruijn FCSR sequences (context) - Goresky, Klapper - 1995
2 Introduction to p-adic Numbers and their Functions (context) - Mahler - 1973
2 Fibonacci and Galois representations of feedback-with-carry .. - Goresky, Klapper - 2002
2 Feedback shift registers, 2-adic span and combiners with mem.. (context) - Klapper, Goresky - 1997
2 Fourier transforms and the 2-adic span of periodic binary se.. (context) - Goresky, Klapper et al. - 2000
2 the complexity of functions of linear shift register sequenc.. (context) - On - 1982
2 Design of new pseudorandom generators based on a filtered FC.. (context) - Arnault, Berger - 2004
2 Arithmetic crosscorrelations of feedback with carry shift re.. (context) - Goresky, Klapper - 1997
1 DIEHARD battery of statistical tests (context) - Marsaglia
1 Investigation of FCSR-based pseudorandom sequence generators.. (context) - Mittelbach, Finger - 2004
1 A lower bound on the linear span of an FCSR (context) - Seo, Lee et al. - 2000
1 the linear complexity of nonlinearly filtered PN-sequences (context) - Kolokotronis, Kalouptsidis - 2003
1 Periodicity, complementarity and complexity of 2-adic FCSR c.. (context) - Anand, Ramanan - 2006
1 A lower bound for the linear span of filtering sequences (context) - Gong - 2004
1 F-FCSR: Design of a new class of stream ciphers (context) - Arnault, Berger - 2005
1 A new class of stream ciphers combining LFSR and FCSR archit.. (context) - Arnault, Berger et al. - 2002
1 Feedback with carry shift register synthesis with the Euclid.. (context) - Arnault, Berger et al. - 2004
1 E#cient prediction of Marsaglia-Zaman random number generato.. (context) - Bach - 1998
1 and Stoyanov B. (2004) `N-adic summation shrinking generator.. (context) - Tasheva, Bedzhev - 2004
1 Reprinted English translation (context) - Disquisitiones - 1966
1 the linear complexity of functions of periodic GF(q) sequenc.. (context) - Dj - 1989
1 the linear complexity of products of shift-register sequence.. (context) - Gttfert, Niederreiter - 1993
1 Stream Cipher Analysis Based on FCSRs (context) - Xu - 2000
1 adic Numbers: An Introduction (context) - p- - 2003
http://www.fourmilab.ch/
http://csrc.nist.gov/
Documents on the same site (http://crypto.au-kbc.org/patterns/publications.html):
An Algebraic Framework For Classifier Development And Its.. - K.R.Sujith (2005) (Correct)
Online articles have much greater impact More about CiteSeer.IST Add search form to your site Submit documents Feedback
CiteSeer.IST - Copyright Penn State and NEC