## Pseudorandom number generation by p-adic ergodic transformations: an addendum (2004)

by
Vladimir Anashin

Venue: | |

Citations: | 14 - 6 self |

### BibTeX

@MISC{Anashin04pseudorandomnumber,

author = {Vladimir Anashin},

title = {Pseudorandom number generation by p-adic ergodic transformations: an addendum},

year = {2004}

}

### OpenURL

### Abstract

The paper study counter-dependent pseudorandom number generators based on m-variate (m> 1) ergodic mappings of the space of 2-adic integers Z2. The sequence of internal states of these generators is defined by the recurrence law xi+1 = H B i (xi) mod 2 n, whereas their output sequence is zi = F B i (xi) mod 2 n; here xj, zj are m-dimensional vectors over Z2. It is shown how the results obtained for a univariate case could be extended to a multivariate case.