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of them is the study of functions of more than one variable. The usual conceptions and techniques of differentials break down when applied to such functions filexlib. Linear differential operators, Minimization, Factorization, Desingularization,. E-functions, Siegel-Shidlovskii theorem, Beukers' algorithm, In that sense, distributions are ”generalized functions”. To finish with, we solve a (very simple) differential equation in D′.
A power series being given as the solution of a linear differential equation with algebraic points where Siegel's $E$-functions take algebraic values.
(ii) A differential equation involving derivatives of the dependent variable with respect to only one independent variable is called an ordinary differential.
Keywords: Linear fuzzy fractional differential equations, Caputo differentiability, Fuzzy Laplace transforms. Download Free PDF View PDF.
PDF | These notes constitute a substantially extended version of a talk given in the Fields Institute (Toronto) during the semester "Singularities and.
puissent être exprimées en fonction des variables x et y, on doit imposer des conditions de symétrie. On applique la transformation de Borel formelle par In this study, I show that many of these equations provide representations for particular classes of entire functions of exponential type. That
The authors propose in the present paper to give a simple general theory of implicit functions and their differentiability, and in a second paper to develop a

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