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  1. Application of the Green–Samoilenko Function and Operator to the Investigation of Non-Lipschitz Differential Equations

    For systems of non-Lipschitz differential equations, we establish conditions for the existence of invariant sets. To obtain this result, we apply the...

    M. O. Perestyuk, V. Yu. Slyusarchuk in Ukrainian Mathematical Journal
    Article 01 May 2022
  2. On Operator Lipschitz Norm of the Function zn on Finite Subsets of the Unit Circle

    The paper contains some remarks concerning the behavior of the operator Lipschitz norm of the functions z n on subsets of the unit circle. In...

    A. B. Aleksandrov in Journal of Mathematical Sciences
    Article 03 December 2022
  3. On the Spectrum Localization of an Operator-Function Arising at Studying Oscillations of a Viscoelastic Pipeline with Kelvin–Voigt Friction

    Abstract

    In this paper we consider an operator function being a symbol of the abstract integro-differential equation describing the oscillations of a...

    Article 01 April 2022
  4. Multi-attribute group decision-making method based on weighted partitioned Maclaurin symmetric mean operator and a novel score function under neutrosophic cubic environment

    Neutrosophic cubic set is the generalized version of neutrosophic sets and interval neutrosophic sets. It can deal with the complex information by...

    Jian** Fan, Shanshan Zhai, ·Meiqin Wu in Soft Computing
    Article 18 July 2022
  5. Some new Chebyshev type inequalities for fractional integral operator containing a further extension of Mittag-Leffler function in the kernel

    Among recent investigations of fractional integral operators including various extensions of the Mittag-Leffler function in the kernel, very...

    Erhan Set, Junesang Choi, Sevdenur Demİrbaş in Afrika Matematika
    Article 06 April 2022
  6. Asymptotics of the Spectrum of a Hartree Type Operator with Self-Consistent Potential Including the Macdonald Function

    We study the eigenvalue problem for a perturbed two-dimensional oscillator. The role of a perturbation is played by a Hartree type integral...

    A. V. Pereskokov in Journal of Mathematical Sciences
    Article 14 March 2024
  7. Harris Hawk Optimization Algorithm Based on Cauchy Distribution Inverse Cumulative Function and Tangent Flight Operator

    Harris Hawk Optimization (HHO) algorithm is a new population-based and nature-inspired optimization paradigm, which has strong global search ability,...

    Min Wang, Jie-Sheng Wang, ... Wen-Kuo Hao in Applied Intelligence
    Article 18 January 2022
  8. Recent Developments in the Interplay Between Function Theory and Operator Theory for Block Toeplitz, Hankel, and Model Operators

    This is a semi-expository paper on some recent developments in the interplay between function theory and operator theory in the context of Toeplitz,...
    Raúl E. Curto, In Sung Hwang, Woo Young Lee in Function Spaces, Theory and Applications
    Chapter 2023
  9. Probability Distributions as Alternatives of the Density Operator and Wave Function for Describing Quantum States

    OurWave function goal is to discuss Born’s rule and the probability representationProbability representation of quantum mechanics. We review the...
    Margarita A. Man’ko, Vladimir I. Man’ko in The Quantum-Like Revolution
    Chapter 2023
  10. A Subclass of Close-to-Convex Function Involving Srivastava-Tomovski Operator

    Using Mittag-Leffler function, we study a new family of functions associated with a conic domain. Inclusion relations, coefficient estimates, and...
    Elangho Umadevi, Kadhavoor R. Karthikeyan in Recent Developments in Algebra and Analysis
    Conference paper 2024
  11. On the Properties of the Root Vector Function Systems of a \(2m \)th-Order Dirac Type Operator with an Integrable Potential

    Abstract

    We consider a Dirac type operator with matrix coefficients. Estimates for the root vector functions are established, and criteria for the...

    E. C. Ibadov in Differential Equations
    Article 01 October 2023
  12. The Implicit Intersection Operator: The Function You’ll Probably Never Use

    We just said it before, and we’ll say it again: you probably won’t ever use the intersection operator, for reasons we’re about to detail. But the...
    Abbott Ira Katz in Up Up and Array!
    Chapter 2023
  13. Function characterizations via commutators of Hardy operator

    This paper is a summary of the research on the characterizations of central function spaces by the author and his collaborators in the past ten...

    Article 14 January 2021
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