AbstractThe Cauchy problem for n-dimensional inhomogeneous complex heat equation is considered. The Borel summability of formal solutions is characterised in terms of analytic continuation with an appropriate growth condition of some function connected with the inhomogeneity and the Cauchy data
SubmittedIn this article, we investigate the Gevrey and summability properties of the formal power s...
"Exponential Analysis of Differential Equations and Related Topics". October 15~18, 2013. edited by ...
SubmittedIn this article, we investigate the Gevrey and summability properties of the formal power s...
AbstractThe Cauchy problem for n-dimensional complex heat equation is considered. The Borel summabil...
AbstractThe Cauchy problem for n-dimensional inhomogeneous complex heat equation is considered. The ...
AbstractThe Cauchy problem for n-dimensional complex heat equation is considered. The Borel summabil...
International audienceIn this article, we investigate the summability of the formal power series sol...
SubmittedIn this article, we investigate the summability of the formal power series solutions in tim...
SubmittedIn this article, we investigate the summability of the formal power series solutions in tim...
International audienceIn this article, we investigate the summability of the formal power series sol...
We investigate Gevrey order and 1-summability properties of the formal solution of a general heat eq...
AbstractWe prove Borel summability in nonsingular directions of solutions of partial differential eq...
We study the k-summability of divergent formal solutions to the Cauchy problem of certain linear par...
International audienceIn this article, we investigate the summability of the formal power series sol...
We study the k-summability of divergent formal solutions for the Cauchy problem of certain linear pa...
SubmittedIn this article, we investigate the Gevrey and summability properties of the formal power s...
"Exponential Analysis of Differential Equations and Related Topics". October 15~18, 2013. edited by ...
SubmittedIn this article, we investigate the Gevrey and summability properties of the formal power s...
AbstractThe Cauchy problem for n-dimensional complex heat equation is considered. The Borel summabil...
AbstractThe Cauchy problem for n-dimensional inhomogeneous complex heat equation is considered. The ...
AbstractThe Cauchy problem for n-dimensional complex heat equation is considered. The Borel summabil...
International audienceIn this article, we investigate the summability of the formal power series sol...
SubmittedIn this article, we investigate the summability of the formal power series solutions in tim...
SubmittedIn this article, we investigate the summability of the formal power series solutions in tim...
International audienceIn this article, we investigate the summability of the formal power series sol...
We investigate Gevrey order and 1-summability properties of the formal solution of a general heat eq...
AbstractWe prove Borel summability in nonsingular directions of solutions of partial differential eq...
We study the k-summability of divergent formal solutions to the Cauchy problem of certain linear par...
International audienceIn this article, we investigate the summability of the formal power series sol...
We study the k-summability of divergent formal solutions for the Cauchy problem of certain linear pa...
SubmittedIn this article, we investigate the Gevrey and summability properties of the formal power s...
"Exponential Analysis of Differential Equations and Related Topics". October 15~18, 2013. edited by ...
SubmittedIn this article, we investigate the Gevrey and summability properties of the formal power s...