Abstract This article is devoted to extensions of some existing results about the Caratheodory operator from the function sense to the differential form situation. Similarly as the function sense, we obtain the convergence of sequences of differential forms defined by the Caratheodory operator. The main result in this article is the continuity and mapping property from one space of differential forms to another under some dominated conditions.</p
In this paper, we give a new proof of the continuity of division by differential operators with anal...
This paper is to extend the Poincar’e Lemma for differential forms in a bounded, convex domain [1] i...
We consider differentiable maps in the framework of Abstract Differential Geometry and we prove a nu...
In order to give an intrinsic and axiomatic formulation of continuum physics, the differential opera...
We unify a variety of continuous and discrete types of change of state phenomena using a scheme who...
We unify a variety of continuous and discrete types of change of state phenomena using a scheme who...
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial...
summary:We investigate the conditions of equivalence of a differential operator of infinite order wi...
Albeverio S, KUSUOKA S, Streit L. CONVERGENCE OF DIRICHLET FORMS AND ASSOCIATED SCHRODINGER-OPERATOR...
Our aim is to extend to Carathéodory solutions (see below) a class of theorems originally proved for...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
This book presents a detailed, self-contained theory of continuous mappings. It is mainly addressed ...
In this paper, we give a new proof of the continuity of division by differential operators with anal...
This paper is to extend the Poincar’e Lemma for differential forms in a bounded, convex domain [1] i...
We consider differentiable maps in the framework of Abstract Differential Geometry and we prove a nu...
In order to give an intrinsic and axiomatic formulation of continuum physics, the differential opera...
We unify a variety of continuous and discrete types of change of state phenomena using a scheme who...
We unify a variety of continuous and discrete types of change of state phenomena using a scheme who...
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial...
summary:We investigate the conditions of equivalence of a differential operator of infinite order wi...
Albeverio S, KUSUOKA S, Streit L. CONVERGENCE OF DIRICHLET FORMS AND ASSOCIATED SCHRODINGER-OPERATOR...
Our aim is to extend to Carathéodory solutions (see below) a class of theorems originally proved for...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
The paper deals with initial problem for differential-functional equations. The sufficient conditio...
This book presents a detailed, self-contained theory of continuous mappings. It is mainly addressed ...
In this paper, we give a new proof of the continuity of division by differential operators with anal...
This paper is to extend the Poincar’e Lemma for differential forms in a bounded, convex domain [1] i...
We consider differentiable maps in the framework of Abstract Differential Geometry and we prove a nu...