Add to ORKGSome properties of the quasi-inverse operators are presented. They are basic tools in order to reduce complex expressions involving several of such operators. An effective calculation for the quasi-inverse of a continuous t-norm is also provided
It is well-known that t-norms are widely applicable in certain models, which describe human reasonin...
In this paper, a concept of operator’s fuzzy norm is introduced for the first time in general t-norm...
Relations between the norms of an operator and its complexification as a mapping from Lp to Lq has b...
Some properties of the quasi-inverse operators are presented. They are basic tools in order to reduc...
Some properties of the quasi-inverse operators are presented. They are basic tools in order to reduc...
The semi-group of min-max operators, as used for nonlinear smoothing or multiresolution analysis, ha...
AbstractLet X,Y be normed linear spaces, T∈L(X,Y) be a bounded linear operator from X to Y. One want...
AbstractThis paper generalizes the well-known exponential and linear convex T–S aggregation operator...
AbstractWe find necessary and sufficient conditions on the finite-dimensional normed spaces (X, ‖·‖1...
with absolute continuity properties: an application to quasinormality Zenon Jan Jab loński, Il Bong...
Given a triangular norm $T$, its $t$-reverse $T^*$, introduced by C. Kimberling ({\it Publ. Math. De...
Relations between the norms of an operator and its complexification as a mapping from Lp to Lq has b...
Given a triangular norm $T$, its $t$-reverse $T^*$, introduced by C. Kimberling ({\it Publ. Math. De...
AbstractWe obtain a number of explicit estimates for quasi-norms of pseudo-differential operators in...
AbstractWe study the existence of generalized inverses which are minimal with respect to vector norm...
It is well-known that t-norms are widely applicable in certain models, which describe human reasonin...
In this paper, a concept of operator’s fuzzy norm is introduced for the first time in general t-norm...
Relations between the norms of an operator and its complexification as a mapping from Lp to Lq has b...
Some properties of the quasi-inverse operators are presented. They are basic tools in order to reduc...
Some properties of the quasi-inverse operators are presented. They are basic tools in order to reduc...
The semi-group of min-max operators, as used for nonlinear smoothing or multiresolution analysis, ha...
AbstractLet X,Y be normed linear spaces, T∈L(X,Y) be a bounded linear operator from X to Y. One want...
AbstractThis paper generalizes the well-known exponential and linear convex T–S aggregation operator...
AbstractWe find necessary and sufficient conditions on the finite-dimensional normed spaces (X, ‖·‖1...
with absolute continuity properties: an application to quasinormality Zenon Jan Jab loński, Il Bong...
Given a triangular norm $T$, its $t$-reverse $T^*$, introduced by C. Kimberling ({\it Publ. Math. De...
Relations between the norms of an operator and its complexification as a mapping from Lp to Lq has b...
Given a triangular norm $T$, its $t$-reverse $T^*$, introduced by C. Kimberling ({\it Publ. Math. De...
AbstractWe obtain a number of explicit estimates for quasi-norms of pseudo-differential operators in...
AbstractWe study the existence of generalized inverses which are minimal with respect to vector norm...
It is well-known that t-norms are widely applicable in certain models, which describe human reasonin...
In this paper, a concept of operator’s fuzzy norm is introduced for the first time in general t-norm...
Relations between the norms of an operator and its complexification as a mapping from Lp to Lq has b...