Researchers portal

Portal del personal investigador

Searching. Please wait…

Portal del Investigador > en > Publications > publication-detail

Algebraic entropy, automorphisms and sparsity of algebraic dynamical systems and pseudorandom number generators

Abstract: ABSTRACT: We present several general results that show how algebraic dynamical systems with a slow degree growth and also rational automorphisms can be used to construct stronger pseu-dorandom number generators. We then give several concrete constructions that illustrate the applicability of these general results.

Other publications of the same journal or congress with authors from the University of Cantabria

Recovering zeros of polynomials modulo a prime - Article
A primality test for Kpn + 1 numbers - Article
Generalizing circles over algebraic extensions - Article
How well-conditioned can the eigenvector problem be? - Article
The Schwarzian-Newton method for solving nonlinear equations, with applications - Article

Fuente: Mathematics of Computation Volume 83, Issue 287, May 2014, Pages 1535-1550

Year of publication: 2014

No. of pages: 20

Publication type: Article

DOI: 10.1090/S0025-5718-2013-02780-9

ISSN: 0025-5718,1088-6842

Citations in Google Scholar

Citations in Google Scholar

Consult in UCrea Read publication

Authorship

DOMINGO GOMEZ PEREZ

OSTAFE, ALINA

SHPARLINSKI, IGOR

Download reference

Bib Ris