In this article, we describe the differential equations on functions from R into real Banach space. The descriptions are based on the article [20]. As preliminary to the proof of these theorems, we proved some properties of differentiable functions on real normed space. For the proof we referred to descriptions and theorems in the article [21] and the article [32]. And applying the theorems of Riemann integral introduced in the article [22], we proved the ordinary differential equations on real Banach space. We referred to the methods of proof in [30]
We study, for any positive integer k and for any subset I of N⁎, the Banach space EI of the bounded ...
In this paper, the Frechet differentiation of functions on Banach space was reviewed. We also invest...
Abstract: The article deals with the vd-transformation in Banach space and its application in studyi...
In this article, we described basic properties of Riemann integral on functions from R into Real Ban...
Summary. In this article, we define the Riemann integral on functions R into n-dimensional real norm...
In this article, we formalize isometric differentiable functions on real normed space [17], and thei...
Title: Riemann type integral in Banach spaces Author: Filip Mrhal Department: Department of Mathemat...
In this work, we reviewed the Fréchet derivatives beginning with the basic definitions and touching ...
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial...
1. Let X, Y be real normed vector spaces. A function/from a subset of X into 7 is said to be (Fre*ch...
summary:We present two types of representation theorems: one for linear continuous operators on spac...
Summary. In this article, we define the Riemann Integral of functions R into Rn and prove the linear...
290 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1987.The main focus of the origina...
summary:In this paper the notion of the derivative of the norm of a linear mapping in a normed vecto...
Summary. In this article, we define the Riemann Integral of functions R into Rn and prove the linear...
We study, for any positive integer k and for any subset I of N⁎, the Banach space EI of the bounded ...
In this paper, the Frechet differentiation of functions on Banach space was reviewed. We also invest...
Abstract: The article deals with the vd-transformation in Banach space and its application in studyi...
In this article, we described basic properties of Riemann integral on functions from R into Real Ban...
Summary. In this article, we define the Riemann integral on functions R into n-dimensional real norm...
In this article, we formalize isometric differentiable functions on real normed space [17], and thei...
Title: Riemann type integral in Banach spaces Author: Filip Mrhal Department: Department of Mathemat...
In this work, we reviewed the Fréchet derivatives beginning with the basic definitions and touching ...
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial...
1. Let X, Y be real normed vector spaces. A function/from a subset of X into 7 is said to be (Fre*ch...
summary:We present two types of representation theorems: one for linear continuous operators on spac...
Summary. In this article, we define the Riemann Integral of functions R into Rn and prove the linear...
290 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1987.The main focus of the origina...
summary:In this paper the notion of the derivative of the norm of a linear mapping in a normed vecto...
Summary. In this article, we define the Riemann Integral of functions R into Rn and prove the linear...
We study, for any positive integer k and for any subset I of N⁎, the Banach space EI of the bounded ...
In this paper, the Frechet differentiation of functions on Banach space was reviewed. We also invest...
Abstract: The article deals with the vd-transformation in Banach space and its application in studyi...