This invaluable book is devoted to a rapidly developing area on the research of the qualitative theory of fractional differential equations. It is self-contained and unified in presentation, and provides readers the necessary background material required to go further into the subject and explore the...
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当当书之源外文图书在线销售正版《预订Basic Concepts of Fractional Differential Equations [ISBN:9786200481269]》。最新《预订Basic Concepts of Fractional Differential Equations [ISBN:9786200481269]》简介、书评、试读、价格、图片等相关信息,尽在DangDang.com,
The basic theory of ordinary differential equation is not only a key point but also a difficult point in the subject of ordinary differential equation.It h... PF Hsieh,Y Sibuya 被引量: 0发表: 1999年 Theory of fractional functional differential equations In this paper, the basic theory for...
Based on these properties, the following concepts for the new type fractional differential equations are explored: Existence and uniqueness of solutions; Solutions of autonomous fractional differential equations; Dependence on the initial conditions; Green's function; Variation of parameters formula.B. ...
Solutions of fractional multi-order integral and differential equations using a Poisson-type transform We consider a wide class of integral and ordinary differential equations of fractional multi-orders (1/ ρ 1,1/ ρ 2,…,1/ ρ m), depending on arbitrary pa... I Ali,V Kiryakova,SL Kalla...
Conformable fractional derivativesFractional differential equationsInitial value problemsFixed point theoremsIn this paper, we discuss the basic theory of the conformable fractional differential equation [equation], subject to the local initial condition [equation] or the nonlocal initial condition [equation]...
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This article examines the qualitative properties of solutions to systems of boundary value problems involving fractional differential equations. Our primary interest is in forming new results that involve sufficient conditions for the existence of solutions. To do this, we formulate some new ideas concern...
one,whichappliestonon-differentiablefunctions;andthe presentshortarticlesummarizesthemainbasicformulaesoobtained. ©2008ElsevierLtd.Allrightsreserved. 1.Introduction ItiswellknownthatwiththeclassicalRiemann–Liouvilledefinitionoffractionalderivative[1–3,5,11,14–24],the fractionalderivativeofaconstantisnotzero....