ON THE INVERSE PROBLEM FOR AN AVERAGED OPERATOR IN HILBERT SPACES

Journal Title: Journal of Science And Arts - Year 2010, Vol 13, Issue 2

Abstract

The aim of this paper is to present some properties of the averaged operators defined in Hilbert spaces. We are interested in the study of the existence of an inverse for the averaged operator associated to a strongly monotone operator.

Authors and Affiliations

DINU TEODORESCU

Keywords

Related Articles

ON A CLASS OF POSITIVE LINEAR OPERATORS

A new class of positive linear operators have been introduced which contains a number of well known positive linear operators such as Gamma-Operators of Muller, Post-Widder and Modi.ed Post-Widder Operators as partic...

THE STRUCTURAL INFLUENCE OF THE FORCES ON THE STABILITY OF DYNAMICAL SYSTEMS

In this paper consider the autonomous dynamical system linear or linearized with 2 degree of freedom. In the system of equation of 4th degree, appear the structure generalized forces: K(q)  - the conservative forces...

NEW GENERALIZATIONS AND NEW APPLICATIONS FOR NESBITT’S INEQUALITY

This paper presents new generalizations and new refinements for Nesbitt’s inequality (other that those of [1] and [2])

ON THE PARALLEL SOLUTION OF STOCHASTIC PARABOLIC<br /> EQUATION

The pricing of options is a very important problem encountered in financial domain. The famous Black-Scholes model provides explicit closed form solution for the values of certain (European style) call and put options. B...

OPERATION TRANSFORM&nbsp;FORMULAE FOR GENERALIZED FRACTIONAL HILBERT TRANSFORM

The generalized fractional Hilbert transform has many applications in several areas including signal processing. In this paper we have proved some Operation Transform Formulae for the generalized fractional Hilbert trans...

Download PDF file
  • EP ID EP84962
  • DOI -
  • Views 311
  • Downloads 0

How To Cite

DINU TEODORESCU (2010). ON THE INVERSE PROBLEM FOR AN AVERAGED OPERATOR IN HILBERT SPACES. Journal of Science And Arts, 13(2), 243-244. https://europub.co.uk/articles/-A-84962