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  1. Measure of non-compactness and limiting interpolation with slowly varying functions

    We give estimates for the measure of non-compactness of an operator interpolated by the limiting methods involving slowly varying functions. As...

    Fernando Cobos, Luz M. Fernández-Cabrera, Manvi Grover in Banach Journal of Mathematical Analysis
    Article Open access 21 March 2024
  2. Fixed Point Results for Condensing Operators via Measure of Non-Compactness

    Abstract

    In this paper, we prove some fixed point theorems for condensing operators in the setting of Banach spaces via measure of non-compactness,...

    Youssef Touail, Amine Jaid, Driss El Moutawakil in Vestnik St. Petersburg University, Mathematics
    Article 08 September 2022
  3. New fixed point theorems via measure of noncompactness and its application on fractional integral equation involving an operator with iterative relations

    In this paper, Darbo’s fixed point theorem is generalized and it is applied to find the existence of solution of a fractional integral equation...

    Sudip Deb, Hossein Jafari, ... Vahid Parvaneh in Journal of Inequalities and Applications
    Article Open access 18 August 2023
  4. Measure-operator convolutions and applications to mixed-state Gabor multipliers

    For the Weyl-Heisenberg group, convolutions between functions and operators were defined by Werner as a part of a framework called quantum harmonic...

    Hans G. Feichtinger, Simon Halvdansson, Franz Luef in Sampling Theory, Signal Processing, and Data Analysis
    Article Open access 03 July 2024
  5. When is an operator S an analytic function of an operator T ?

    We give necessary and sufficient conditions for an operator S on a Banach space to be an analytic function of a non-algebraic operator T . We extend...

    John B. Conway, Don Hadwin in Acta Scientiarum Mathematicarum
    Article 01 August 2022
  6. Maximal Non-compactness of Sobolev Embeddings

    It has been known that sharp Sobolev embeddings into weak Lebesgue spaces are non-compact but the question of whether the measure of non-compactness...

    Jan Lang, Vít Musil, ... Luboš Pick in The Journal of Geometric Analysis
    Article 12 October 2020
  7. Local Fractional Calculus to Design the Growth System of Covid-19 Using Measure of Non-compactness

    In this chapter, we use the concept of local fractional calculus and measure of non-compactness to design the growth system of Covid-19. To achieve...
    Chapter 2021
  8. Non-commutative analogues of weak compactness criteria in symmetric spaces

    The aim of this work is to study M. Nowak’s and K. M. Chong’s weak compactness criteria in non-commutative Orlicz spaces. In addition, we obtain a...

    Y. Nessipbayev, F. Sukochev, K. Tulenov in Advances in Operator Theory
    Article 09 February 2021
  9. Continuity of the non-convex play operator in the space of rectifiable curves

    We prove that the vector play operator with a uniformly prox-regular characteristic set of constraints is continuous with respect to the BV -norm and...

    Jana Kopfová, Vincenzo Recupero in Applications of Mathematics
    Article Open access 25 October 2023
  10. Existence of local fractional integral equation via a measure of non-compactness with monotone property on Banach spaces

    In this paper, we discuss fixed point theorems for a new χ -set contraction condition in partially ordered Banach spaces, whose positive cone ...

    Hemant Kumar Nashine, Rabha W. Ibrahim, ... N. H. Can in Advances in Difference Equations
    Article Open access 10 December 2020
  11. Products of composition operator and differentiation operator of order n on the Hardy space

    We consider the products of composition operator and differentiation operator of order n on the Hardy space. We provide a complete characterization...

    Mahbube Moradi, Mahsa Fatehi in Bollettino dell'Unione Matematica Italiana
    Article 09 September 2022
  12. Operator Theory

    This section provides a very brief and quick review of the basics of Hilbert space theory and functional analysis that are needed for this text. We...
    Ammar Khanfer in Applied Functional Analysis
    Chapter 2024
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