DOIAbstract
AbstractIn this article, we propose the concept of a dynamical brace, which is an algebraic system that corresponds to a certain class of dynamical Yang–Baxter maps. Moreover, we study combinatorial aspects of the dynamical brace
AbstractIn this article, we propose the concept of a dynamical brace, which is an algebraic system that corresponds to a certain class of dynamical Yang–Baxter maps. Moreover, we study combinatorial aspects of the dynamical brace
Braces were introduced by Rump to study non-degenerate involutive set-theoretic solutions of the Yan...
Article published in Mathematics Exchange, 8(1), 2011.Motivated by the fact that cubic maps have fou...
AbstractA nest representation is a generalized irreducible representation of a Banach algebra on Hub...
A solution to the set-theoretic Yang-Baxter Equation (YBE) is a braided set. Analogously, a solution...
A solution to the set-theoretic Yang-Baxter Equation (YBE) is a braided set. Analogously, a solution...
AbstractWe study the number of periodic points in symbolic dynamical systems; we prove the following...
We will analyze the global behavior of solutions to a class of nonlinear discrete dynamical systems ...
The book deals with dynamical systems, generated by linear mappings of finite dimensional spaces and...
Abstract. Simple algebraic rules can produce complex networks with rich structures. These graphs are...
Abstract. In this work, we propose and investigate dynamical Yang-Baxter maps, some of which produce...
Abstract. In this work, we propose and investigate dynamical Yang-Baxter maps, some of which produce...
We study fixed points of iterates of dynamically affine maps (a generalisation of Latt`es maps) over...
For parametrized families of dynamical systems, two major goals are classifying the systems up to to...
Dynamical systems are mathematical structures whose aim is to describe the evolution of an arbitrary...
Algebraic dynamics is the study of dynamical systems defined by rational maps on algebraic varieties...
Braces were introduced by Rump to study non-degenerate involutive set-theoretic solutions of the Yan...
Article published in Mathematics Exchange, 8(1), 2011.Motivated by the fact that cubic maps have fou...
AbstractA nest representation is a generalized irreducible representation of a Banach algebra on Hub...
A solution to the set-theoretic Yang-Baxter Equation (YBE) is a braided set. Analogously, a solution...
A solution to the set-theoretic Yang-Baxter Equation (YBE) is a braided set. Analogously, a solution...
AbstractWe study the number of periodic points in symbolic dynamical systems; we prove the following...
We will analyze the global behavior of solutions to a class of nonlinear discrete dynamical systems ...
The book deals with dynamical systems, generated by linear mappings of finite dimensional spaces and...
Abstract. Simple algebraic rules can produce complex networks with rich structures. These graphs are...
Abstract. In this work, we propose and investigate dynamical Yang-Baxter maps, some of which produce...
Abstract. In this work, we propose and investigate dynamical Yang-Baxter maps, some of which produce...
We study fixed points of iterates of dynamically affine maps (a generalisation of Latt`es maps) over...
For parametrized families of dynamical systems, two major goals are classifying the systems up to to...
Dynamical systems are mathematical structures whose aim is to describe the evolution of an arbitrary...
Algebraic dynamics is the study of dynamical systems defined by rational maps on algebraic varieties...
Braces were introduced by Rump to study non-degenerate involutive set-theoretic solutions of the Yan...
Article published in Mathematics Exchange, 8(1), 2011.Motivated by the fact that cubic maps have fou...
AbstractA nest representation is a generalized irreducible representation of a Banach algebra on Hub...
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