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20112022
most citedOn multiscale Gevrey and q-Gevrey asymptotics for some linear q-difference differential initial value Cauchy problems

4 citations · 10 across the 16 of their papers we have counts for

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math.CV2020

Summability of formal solutions for some generalized moment partial differential equations

Alberto Lastra, Slawomir Michalik, Maria Suwinska

The concept of moment differentiation is extended to the class of moment summable functions, giving rise to moment differential properties. The main result leans on accurate upper…

math.CV2019

On a analog of a singularly perturbed problem of irregular type with two complex time variables

Alberto Lastra, Stéphane Malek

Analytic solutions and their formal asymptotic expansions for a family of the singularly perturbed difference-differential equations in the complex domain are constructed. They…

math.CV2019

Boundary layer expansions for initial value problems with two complex time variables

Alberto Lastra, Stéphane Malek

We study a family of partial differential equations in the complex domain, under the action of a complex perturbation parameter . We construct inner and outer solutions of the p…

math.CV2019

On singularly perturbed linear initial value problems with mixed irregular and Fuchsian time singularities

Alberto Lastra, Stephane Malek

We consider a family of linear singularly perturbed PDE relying on a complex perturbation parameter . As in a former study of the authors (A. Lastra, S. Malek, Parametric Gevrey…

math.CV2018

Maillet type theorem for nonlinear totally characteristic partial differential equations

Alberto Lastra, Hidetoshi Tahara

The paper discusses a holomorphic nonlinear singular partial differential equation under the assumpt…

math.CV2018

Multisummability in Carleman ultraholomorphic classes by means of nonzero proximate orders

Javier Jiménez-Garrido, Shingo Kamimoto, Alberto Lastra +1

We introduce a general multisummability theory of formal power series in Carleman ultraholomorphic classes. The finitely many levels of summation are determined by pairwise compara…