The purpose of this paper is to give another definition of the superposition integral by using another kind of reasoning. In particular we define it as a generalization of the Bochner integral. We shall see it in section 2 and the superposition integral in section 3
summary:The classical Bochner integral is compared with the McShane concept of integration based on ...
AbstractLet Mp, 1 <-p < ∞, be the Marcinkiewcz Banach space. The elements of Mp are equivalence clas...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
The purpose of this paper is to give another definition of the superposition integral by using anoth...
The Bochner integral is a generalization of the Lebesgue integral, for functions taking their values...
AbstractBy way of the Bochner integral of vector-valued functions, the integral convexity of sets an...
In this present work I shall define the basic notions of superpositional filtrations. Given a superp...
summary:A new definition of the product integral is given. The definition is based on a procedure wh...
summary:We present a Cauchy test for the almost derivability of additive functions of bounded BV set...
The Shilkret integral is maxitive (i.e., the integral of a pointwise supremum of functions is the su...
In the framework of superanalysis we get a functions theory close to complex analysis, under a suita...
2000 Mathematics Subject Classification: 44A40, 42A38, 46F05The product of an entire function satisf...
AbstractWe establish some properties of the superposition operator which are associated with monoton...
We establish a calculus characterization of the core of supermodular games, which reduces the descri...
AbstractWe introduce the Aumann integral in the finitely additive setting and we compare it with the...
summary:The classical Bochner integral is compared with the McShane concept of integration based on ...
AbstractLet Mp, 1 <-p < ∞, be the Marcinkiewcz Banach space. The elements of Mp are equivalence clas...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
The purpose of this paper is to give another definition of the superposition integral by using anoth...
The Bochner integral is a generalization of the Lebesgue integral, for functions taking their values...
AbstractBy way of the Bochner integral of vector-valued functions, the integral convexity of sets an...
In this present work I shall define the basic notions of superpositional filtrations. Given a superp...
summary:A new definition of the product integral is given. The definition is based on a procedure wh...
summary:We present a Cauchy test for the almost derivability of additive functions of bounded BV set...
The Shilkret integral is maxitive (i.e., the integral of a pointwise supremum of functions is the su...
In the framework of superanalysis we get a functions theory close to complex analysis, under a suita...
2000 Mathematics Subject Classification: 44A40, 42A38, 46F05The product of an entire function satisf...
AbstractWe establish some properties of the superposition operator which are associated with monoton...
We establish a calculus characterization of the core of supermodular games, which reduces the descri...
AbstractWe introduce the Aumann integral in the finitely additive setting and we compare it with the...
summary:The classical Bochner integral is compared with the McShane concept of integration based on ...
AbstractLet Mp, 1 <-p < ∞, be the Marcinkiewcz Banach space. The elements of Mp are equivalence clas...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...