On the second coefficient of the asymptotic expansion of Boutet de Monvel--Sj\"ostrand
Chin-Yu Hsiao, Wei-Chuan Shen
TL;DR
This paper computes the second coefficient in the asymptotic expansion related to Boutet de Monvel--Sj"ostrand theory, advancing understanding of the detailed structure of this expansion.
Contribution
It provides the explicit calculation of the second coefficient, which was previously unknown, refining the asymptotic expansion analysis.
Findings
Explicit second coefficient calculated
Enhances precision of asymptotic expansion understanding
Contributes to spectral theory and microlocal analysis
Abstract
In this paper, we calculate the second coefficient of the asymptotic expansion of Boutet de Monvel--Sj\"ostrand.
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Taxonomy
TopicsGeometry and complex manifolds · Geometric Analysis and Curvature Flows · Analytic and geometric function theory