Add to ORKGWe prove that the elements of an open dense subset of the non-linear polynomials' set have trivial centralizers, i.e. they commute only with their own iterates
We characterise polynomials f with integer coefficients such that a ring with unity R is necessaril...
We study centralizer clones of finite lattices and semilattices. For semilattices, we give two chara...
In this paper we study the centralizer $C(X)$ of a germ of vector field at $0\in\C^n$. A particular ...
We prove that the elements of an open dense subset of the non-linear polynomials' set have trivial c...
In this thesis we present the implementation of libraries center.lib and perron.lib for the non-comm...
summary:Second centralizers of partial transformations on a finite set are determined. In particular...
Let P, Q be elements of the Weyl algebra W. We prove that if [Q, P] = 1, then the centralizer of P i...
This thesis is divided into two parts. The subject of the first part is the structure of centralizer...
AbstractThe centralizer of a language is the maximal language commuting with it. The question, raise...
In this announcement, we describe the solution in the C1 topology to a question asked by S. Smale on...
AbstractLocally nilpotent derivations of the polynomial ring in n variables over the complex field, ...
The liftable centralizer for special flows over irrational rotations is studied. It is shown that th...
The centralizer of a language is the maximal language commuting with it. The ques-tion, raised by Co...
summary:The centralizer of a semisimple isometric extension of a minimal flow is described
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : 22466, issue : a.2000 ...
We characterise polynomials f with integer coefficients such that a ring with unity R is necessaril...
We study centralizer clones of finite lattices and semilattices. For semilattices, we give two chara...
In this paper we study the centralizer $C(X)$ of a germ of vector field at $0\in\C^n$. A particular ...
We prove that the elements of an open dense subset of the non-linear polynomials' set have trivial c...
In this thesis we present the implementation of libraries center.lib and perron.lib for the non-comm...
summary:Second centralizers of partial transformations on a finite set are determined. In particular...
Let P, Q be elements of the Weyl algebra W. We prove that if [Q, P] = 1, then the centralizer of P i...
This thesis is divided into two parts. The subject of the first part is the structure of centralizer...
AbstractThe centralizer of a language is the maximal language commuting with it. The question, raise...
In this announcement, we describe the solution in the C1 topology to a question asked by S. Smale on...
AbstractLocally nilpotent derivations of the polynomial ring in n variables over the complex field, ...
The liftable centralizer for special flows over irrational rotations is studied. It is shown that th...
The centralizer of a language is the maximal language commuting with it. The ques-tion, raised by Co...
summary:The centralizer of a semisimple isometric extension of a minimal flow is described
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : 22466, issue : a.2000 ...
We characterise polynomials f with integer coefficients such that a ring with unity R is necessaril...
We study centralizer clones of finite lattices and semilattices. For semilattices, we give two chara...
In this paper we study the centralizer $C(X)$ of a germ of vector field at $0\in\C^n$. A particular ...