Haut PDF Study of the existence, uniqueness and stability of certain fractional differential equations
Study of the existence, uniqueness and stability of certain fractional differential equations
... Introduction Fractional di¤erential equations is a generalization of ordinary di¤erential equations and integration to arbitrary non-integer ...orders. The origin of ...
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Solvability for a nonlinear coupled system of n fractional differential equations
... University of Mostaganem LPAM, Faculty SEI, UMAB University of Mostaganem, Algeria Abstract In this paper, we study a nonlinear coupled system of n−fractional dif- ferential ...
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The hight order Lane-Emden fractional differential system: Existence, uniqueness and Ulam type stabilities
... Tabatabaei and E. Celik, The numerical method for solving differential equations of Lane-Emden type by pade approximation, Discrete ...Ehigie and S. A. Sofoluwe, Treatment ...
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Weak existence and uniqueness for affine stochastic Volterra equations with L1-kernels
... In the present paper, we provide a generic treatment of the limiting macroscopic equa- tion ( ...) and we allow for (infinite activity) jumps in ...0 and ν = δ 1 . The strategy ...
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Lp-stability analysis of a class of nonlinear fractional differential equations
... The study of stability for this kind of systems focuses a great interest in the research ...domain the works of Matignon [13] and Bonnet and ...
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Study of the controllability of differential equations under impulsive conditions
... 2 Existence and Uniqueness Results for Impulsive Evolution Equations The problem of existence and uniqueness of the solution of ...
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High dimensional fractional coupled systems: New existence and uniqueness results
... DIMENSIONAL FRACTIONAL COUPLED SYSTEMS: NEW EXISTENCE AND UNIQUENESS RESULTS LOUIZA TABHARIT 1 AND ZOUBIR DAHMANI 2 ...we study a class of high dimensional coupled ...
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Differential Equations Via Hadamard Approach: Some Existence/Uniqueness Results.
... definitions and some auxiliairy results that will be used in the ...by the following definition: Definition 2.1 [13] The Hadamard fractional integral of order α > 0 of ...
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Coupled systems of fractional integro-differential equations involving several functions
... studies the existence of solutions for a coupled system of nonlinear fractional integro-differential equations involving Riemann-Liouville integrals with several ...
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Fractional order differential equations involving Caputo derivative
... paper, the Banach contraction principle and Schaefer theorem are applied to establish new results for the existence and uniqueness of solutions for some Caputo ...
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A COUPLED SYSTEM OF FRACTIONAL DIFFERENTIAL EQUATIONS INVOLVING TWO FRACTIONAL ORDERS
... point, differential equation, existence, ...In the last few decades, there has been an explosion of research activities on the application of fractional calculus to very ...
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New existence and uniqueness results for fractional differential equations
... we study a class of boundary value problems of nonlin- ear fractional differential equations with integral boundary ...new existence and uniqueness results ...
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On the existence and stability of solutions for certain functional differential and delay integro-differential equations by the fixed point technique
... ] and for all z with |z| < r, we have |f (t, z)| ≤ h r ...theorems The fixed point theorem, generally known as the Banach contraction principle, appeared in explicit form in Banach’s thesis in ...
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New existence and uniqueness results for high dimensional fractional differential systems
... Introduction and Preliminaries The physical laws of dynamics are not always described by ordinary order dif- ferential ...by fractional or- der differential ...refer the reader to ...
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Existence, periodicity, positivity and stability of solutions by Krasnoselskii's fixed point in neutral nonlinear functional differential equations
... if the delay is unbounded or if the di¤erential equation in question has unbounded terms, (see [31], [32], [38], [64], ...tried stability by using a new ...Zhang and others began a ...
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A study of the dynamic of influence through differential equations
... framework of influence originally introduced in Hoede and Bakker (1982) and later refined in our several ...In the original one-step model, agents have to make their acceptance-rejection ...
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On the existence of almost periodic solutions for a class of neutral delay differential equations
... The idea is to find critical points of the functional J defined as ...obtain the existence of a minimizer on a subset of almost periodic functions taking their values ...
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Growth of solutions of certain non-homogeneous linear differential equations with entire coefficients
... http://jipam.vu.edu.au differential equations. The main purposes of this paper are to investigate the hyper-exponent of convergence of distinct zeros and the ...
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Some properties of solutions of certain complex linear differential equations with meromorphic doefficients
... of Theorem A. Let d 0 , d 1 , d 2 be complex constants that are not all equal to zero.If f (z) 6≡ 0 is any meromorphic solution of equation (1.2), then: (i) f, f 0 , f 00 all have infinitely many fixed ...
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Growth of certain combinations of entire solutions of higher order linear differential equations
... Latreuch and Benharrat Bela¨ıdi Abstract. The main purpose of this paper is to study the growth of certain combinations of entire solutions of higher order ...
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