Results 91 to 100 of about 1,361 (185)
This study mainly concerns the controllability of semilinear noninstantaneous impulsive neutral stochastic differential equations via the Atangana-Baleanu (AB) Caputo fractional derivative (FD).
Muhammad Sarwar +4 more
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A Study on Stochastic Differential Equation Using Fractional Power of Operator in the Semigroup Theory [PDF]
Emmmanuel Hagenimana +2 more
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Perturbation theory for dual semigroups II. Time-dependent perturbations in the sun-reflexive case [PDF]
Ph. Clément +4 more
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Application of Lattice Theory on Order-Preserving Full Transformation Semigroup Via Fixed Points
Risqot Ibrahim Garba +3 more
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Application of the semigroup theory to a combustion problem in a multi-layer porous medium [PDF]
E. A. Alarcon +4 more
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In these lectures we discuss and explain the basic theory of continuous one-parameter semigroups from two different points of view. The semigroups can be considered as providing an abstract framework for the solution of evolution equations which will be described at greater length in the lectures of Ecker and Urbas or as providing the basic elements of
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The geometric theory of inverse semigroups I: E-unitary inverse semigroups
Denote by Ip the category of all inverse semigroups and their homomorphisms. A mapping \(f:S\to T\) between inverse semigroups is called a prehomomorphism if for every x,y\(\in S\) there exists an idempotent \(t\in T\) with \(f(xy)=tf(x)f(y)\). The class of prehomomorphisms is closed under composition, the category of all inverse semigroups and their ...
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Littlewood-Paley-Stein theory for semigroups in UMD spaces
Tuomas Hytönen
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Fatou-Julia theory on transcendental semigroups II [PDF]
Kin‐Keung Poon
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In this article, we prove the existence of mild and strong solutions for nonlinear impulsive integro-differential equations of Sobolev type with nonlocal initial conditions.
Bheeman Radhakrishnan +2 more
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