Stationary subsets of functional Menger $\cap$-algebras of multiplace functions

Details Stationary subsets of functional Menger $\cap$-algebras of multiplace functions Stationary subsets of functional Menger $\cap$-algebras of multiplace functions

2007-02-03

arxiv.org/abs/math/0702069v1

Algebra Colloquium 17 (2010), 65-73

Mathematics

General Mathematics

10 pages

Scientific paper

A functional Menger $\cap$-algebra is a set of n-place functions containing n
projections and closed under the so-called Menger's compositions of n-place
functions and the set-theoretic intersection of functions. We give the abstract
characterization for these subsets of functional Menger $\cap$-algebras which
contain functions with fixed points.

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