Analytic geometry and semi-classical analysis
Mauricio D. Garay
TL;DR
This paper explores the connections between perturbation theory of pseudo-differential operators, finiteness theorems, and deformations of Lagrangian varieties within the context of analytic geometry and semi-classical analysis.
Contribution
It provides an exposition on how these mathematical concepts interrelate, offering insights into their combined role in semi-classical analysis.
Findings
Clarifies the relationship between perturbation theory and Lagrangian deformations.
Highlights the role of finiteness theorems in semi-classical analysis.
Provides a comprehensive overview of the mathematical framework connecting these areas.
Abstract
Expository paper on the relations between perturbation theory of pseudo-differential operators, finiteness theorems and deformations of Lagrangian varieties.
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Taxonomy
TopicsQuantum chaos and dynamical systems · Nonlinear Waves and Solitons · Numerical methods for differential equations