On the summability of the formal solutions for some PDEs with irregular singularity

On the maximization problem for solutions of reaction- diffusion equations with respect to their initial data.. Mathematical Modelling of Natural Phenomena, EDP Sciences,

• First, a decrease internal plural verbal form lexicalises the groupification of the plurality obtained by locally decomposing the event into a sum of phases... • Second, in

In this paper, we prove a result of equivalence in law between a diffusion conditioned with respect to partial observations and an auxiliary process.. By partial observations we

When ∂Ω satisfies the parabolic Wiener criterion and f is continuous, we construct a maximal solution and prove that it is the unique solution which blows-up at t = 0.. 1991

A similar variant of this method was used in [1] for the study of extinction properties of solutions of nonstationary diffusion- absorption equations.. Theorem D is obtained

In this article, we investigate Gevrey and summability properties of formal power series solutions of certain classes of inhomogeneous linear integro-di¤erential equations with

Under reasonable assumptions on the growth of the nonhomogeneous term, we obtain the asymptotic behavior of the solutions.. as t --~

Weak solutions for some reaction-diffusion systems with balance law and critical growth with respect to the gradient.. Annales mathématiques Blaise Pascal, tome 8, n o 2