AbstractWe characterize all possible sets for all continuous self-maps on a connected topological graph with zero Euler characteristic having all branching points fixed
Agraïments: The second author has been supported by Marie Curie IEF grant number 234559, and would l...
summary:The main focus of combinatorial dynamics is put on the structure of periodic points (and the...
AbstractWe apply the concept of the Euler–Poincaré characteristic and the periodicity number to the ...
AbstractWe characterize all possible sets for all continuous self-maps on a connected topological gr...
Let G be a graph and f be a continuous self-map on G. We present new and known results (from another...
Agraïments: The second author has been supported by Marie Curie IEF grant number 234559, and would l...
MTM2016-77278-P grant 2017SGR1617 grant MSCA-RISE-2017-777911Let Gk be a bouquet of circles, i.e., t...
Let Gk be a bouquet of circles, i.e., the quotient space of the interval [0,k] obtained by identifyi...
Let Gk be a bouquet of circles, i.e., the quotient space of the interval [0,k] obtained by identifyi...
AbstractLet ƒ be a continuous map of a tree X into itself. Let Ω(ƒ) denote the set of nonwandering p...
AbstractWe prove the following three results. We denote by Per(f) the set of all periods of a self-m...
AbstractLet σ be the topological space formed by the points (x, y) of R2 such that either x2 + y2 = ...
AbstractLet σ be the topological space formed by the points (x, y) of R2 such that either x2 + y2 = ...
summary:The main focus of combinatorial dynamics is put on the structure of periodic points (and the...
AbstractWe prove the following three results. We denote by Per(f) the set of all periods of a self-m...
Agraïments: The second author has been supported by Marie Curie IEF grant number 234559, and would l...
summary:The main focus of combinatorial dynamics is put on the structure of periodic points (and the...
AbstractWe apply the concept of the Euler–Poincaré characteristic and the periodicity number to the ...
AbstractWe characterize all possible sets for all continuous self-maps on a connected topological gr...
Let G be a graph and f be a continuous self-map on G. We present new and known results (from another...
Agraïments: The second author has been supported by Marie Curie IEF grant number 234559, and would l...
MTM2016-77278-P grant 2017SGR1617 grant MSCA-RISE-2017-777911Let Gk be a bouquet of circles, i.e., t...
Let Gk be a bouquet of circles, i.e., the quotient space of the interval [0,k] obtained by identifyi...
Let Gk be a bouquet of circles, i.e., the quotient space of the interval [0,k] obtained by identifyi...
AbstractLet ƒ be a continuous map of a tree X into itself. Let Ω(ƒ) denote the set of nonwandering p...
AbstractWe prove the following three results. We denote by Per(f) the set of all periods of a self-m...
AbstractLet σ be the topological space formed by the points (x, y) of R2 such that either x2 + y2 = ...
AbstractLet σ be the topological space formed by the points (x, y) of R2 such that either x2 + y2 = ...
summary:The main focus of combinatorial dynamics is put on the structure of periodic points (and the...
AbstractWe prove the following three results. We denote by Per(f) the set of all periods of a self-m...
Agraïments: The second author has been supported by Marie Curie IEF grant number 234559, and would l...
summary:The main focus of combinatorial dynamics is put on the structure of periodic points (and the...
AbstractWe apply the concept of the Euler–Poincaré characteristic and the periodicity number to the ...