Gevrey solutions for irregular hypergeometric systems I
M.C. Fern\'andez-Fern\'andez, F.J. Castro-Jim\'enez (University of, Seville, Spain)
TL;DR
This paper investigates the Gevrey solutions at singular points of irregular hypergeometric systems linked to affine monomial curves, providing insights into their structure and behavior.
Contribution
It introduces a detailed description of Gevrey solutions for GKZ systems associated with affine monomial curves at singular points.
Findings
Characterization of Gevrey solutions at singularities
Insights into the structure of irregular hypergeometric systems
Advancement in understanding GKZ systems associated with monomial curves
Abstract
We describe the Gevrey solutions at singular points of irregular hypergeometric systems (GKZ systems) associated with affine monomial curves.
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Taxonomy
TopicsPolynomial and algebraic computation · Advanced Numerical Analysis Techniques · Nonlinear Waves and Solitons