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An algorithm to find a basis of the fixed point subgroup of an endomorphism of a free group
International Journal of Statistics and Applied Mathematics · 2018 · Vol. 3(1) · pp. 229–230
Abstract
Here we discuss the way to find the basis of the fixed point subgroup of non-injective & non-surjective endomorphisms for the free group of rank two.
Geometric and Algebraic Topologysemigroups and automata theoryHomotopy and Cohomology in Algebraic TopologyGroup (periodic table)MathematicsFixed pointEndomorphismBasis (linear algebra)Point (geometry)CombinatoricsAlgorithmDiscrete mathematicsMathematical analysis
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