Add to ORKGThis thesis investigates the properties and applications of derivatives of functions whose domain and range are Banach spaces
Abstract. We consider some classes of Banach spaces with integrable derivatives. An important compac...
This document consists of three main chapters. Each chapter considers a topic within functional ana...
AbstractLet X0 ⊂ X1 ⊂ ··· ⊂ Xp be Banach spaces with continuous injection of Xk into Xk + 1 for 0 ⩽ ...
We develop a notion of derivative of a real-valued function on a Banach space, called the L-derivati...
We survey recent results on the structure of the range of the derivative of a smooth real valued fun...
In this work, we reviewed the Fréchet derivatives beginning with the basic definitions and touching ...
We survey recent results on the structure of the range of the derivative of a smooth mapping f betwe...
AbstractWe show that some old ideas of Smulian can be used to give another proof of a theorem of Bou...
In this paper, the Frechet differentiation of functions on Banach space was reviewed. We also invest...
In this article we formalized the Fréchet differentiation. It is defined as a generalization of the ...
We study, for any positive integer k and for any subset I of N⁎, the Banach space EI of the bounded ...
1. Let X, Y be real normed vector spaces. A function/from a subset of X into 7 is said to be (Fre*ch...
Let $\mathcal{X} $ be a real separable reflexive Banach space. A correspondence $(=\mathrm{m}\mathrm...
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial...
Study of the fixed point for derivative functions is an effort to expand the knowledge of fixed poi...
Abstract. We consider some classes of Banach spaces with integrable derivatives. An important compac...
This document consists of three main chapters. Each chapter considers a topic within functional ana...
AbstractLet X0 ⊂ X1 ⊂ ··· ⊂ Xp be Banach spaces with continuous injection of Xk into Xk + 1 for 0 ⩽ ...
We develop a notion of derivative of a real-valued function on a Banach space, called the L-derivati...
We survey recent results on the structure of the range of the derivative of a smooth real valued fun...
In this work, we reviewed the Fréchet derivatives beginning with the basic definitions and touching ...
We survey recent results on the structure of the range of the derivative of a smooth mapping f betwe...
AbstractWe show that some old ideas of Smulian can be used to give another proof of a theorem of Bou...
In this paper, the Frechet differentiation of functions on Banach space was reviewed. We also invest...
In this article we formalized the Fréchet differentiation. It is defined as a generalization of the ...
We study, for any positive integer k and for any subset I of N⁎, the Banach space EI of the bounded ...
1. Let X, Y be real normed vector spaces. A function/from a subset of X into 7 is said to be (Fre*ch...
Let $\mathcal{X} $ be a real separable reflexive Banach space. A correspondence $(=\mathrm{m}\mathrm...
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial...
Study of the fixed point for derivative functions is an effort to expand the knowledge of fixed poi...
Abstract. We consider some classes of Banach spaces with integrable derivatives. An important compac...
This document consists of three main chapters. Each chapter considers a topic within functional ana...
AbstractLet X0 ⊂ X1 ⊂ ··· ⊂ Xp be Banach spaces with continuous injection of Xk into Xk + 1 for 0 ⩽ ...