A remark on metric Boolean rings

Omega-almost Boolean rings

In this paper the concept of an $Omega$- Almost Boolean ring is introduced and illistrated how a sheaf of algebras can be constructed from an $Omega$- Almost Boolean ring over a locally Boolean space.

A Remark on Eqtjipartitioning and Metric Transitivity

a remark on group rings of periodic groups

a positive solution of the problem of the existence of nontrivial pairs of zero-divisors in group rings of free burnside groups of sufficiently large odd periods $n>10^{10}$ obtained previously by s. v. ivanov and r. mikhailov extended to all odd periods $ngeq 665$‎.

Boolean Routing on Chordal Rings

In this paper we consider the problem of routing messages in a network of processors conngured as a chordal ring. In particular we refer to the Boolean Routing model, and we introduce a new routing function for unidirectional and bidirectional chordal rings with degree four. This function requires O(n log n) bits of storage and O(n) time to compute, in the worst case. We also study some relatio...

A remark on algebraic immunity of Boolean functions

In this correspondence, an equivalent definition of algebraic immunity of Boolean functions is posed, which can clear up the confusion caused by the proof of optimal algebraic immunity of the Carlet-Feng function and some other functions constructed by virtue of Carlet and Feng’s idea.