AbstractWe prove a sufficient condition for injectivity in a class of mappings defined on open connected subsets of the Rn, for n=2 and 3. The results relate solvability of appropriate vector fields with injectivity of the mapping
Function is a popular and important part of Mathematics. This paper will mainly focus on the continu...
this paper we approach the problem of injectivity of two dimensional local diffeomorphisms from the ...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
AbstractWe prove a sufficient condition for injectivity in a class of mappings defined on open conne...
In this paper we define a notion of injectivity for a vector field over a Riemannian manifold and we...
summary:We give in this paper conditions for a mapping to be globally injective in a topological vec...
Let (X,d)be a metric space, "B a set and "y' { some family of maps T: A-X,AcB, 1.1. P...
In many situations, we would like to check whether an algorithmically given mapping f:A --\u3e B is ...
ABSTRACT. Injectivity with respect to morphisms having λ-presentable domains and codomains is charac...
We study global injectivity of proper branched coverings from the open Euclidean -ball onto an ope...
AbstractLet U be an open connected subset of Rn whose closure, Ū, is compact and whose boundary, ∂U,...
In this short note, we give a criterion for the injectivity of tame mappings. Thi
This paper deals with global injectivity of vector fields defined on euclidean spaces. Our main resu...
It is known that there is not a two dimensional linear space in R-R every non-zero element of which ...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
Function is a popular and important part of Mathematics. This paper will mainly focus on the continu...
this paper we approach the problem of injectivity of two dimensional local diffeomorphisms from the ...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
AbstractWe prove a sufficient condition for injectivity in a class of mappings defined on open conne...
In this paper we define a notion of injectivity for a vector field over a Riemannian manifold and we...
summary:We give in this paper conditions for a mapping to be globally injective in a topological vec...
Let (X,d)be a metric space, "B a set and "y' { some family of maps T: A-X,AcB, 1.1. P...
In many situations, we would like to check whether an algorithmically given mapping f:A --\u3e B is ...
ABSTRACT. Injectivity with respect to morphisms having λ-presentable domains and codomains is charac...
We study global injectivity of proper branched coverings from the open Euclidean -ball onto an ope...
AbstractLet U be an open connected subset of Rn whose closure, Ū, is compact and whose boundary, ∂U,...
In this short note, we give a criterion for the injectivity of tame mappings. Thi
This paper deals with global injectivity of vector fields defined on euclidean spaces. Our main resu...
It is known that there is not a two dimensional linear space in R-R every non-zero element of which ...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
Function is a popular and important part of Mathematics. This paper will mainly focus on the continu...
this paper we approach the problem of injectivity of two dimensional local diffeomorphisms from the ...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
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