Asymptotic expansion of thick distributions II

Jiajia Ding, Ricardo Estrada, Yunyun Yang
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Abstract

In this article we continue our research in (Yang and Estrada in Asymptot. Anal. 95(1–2) (2015) 1–19), about the asymptotic expansion of thick distributions. We compute more examples of asymptotic expansion of integral transforms using the techniques developed in (Yang and Estrada in Asymptot. Anal. 95(1–2) (2015) 1–19). Besides, we derive a new “Laplace Formula” for the situation in which a point singularity is allowed.
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厚分布的渐近展开 II
在本文中,我们将继续研究(Yang 和 Estrada 在 Asymptot.Anal.95(1-2) (2015) 1-19)中关于厚分布渐近展开的研究。我们利用在(Yang and Estrada in Asymptot.Anal.95(1-2) (2015) 1-19).此外,我们还为允许点奇异性的情况推导了一个新的 "拉普拉斯公式"。
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Asymptotic expansion of thick distributions II Existence and non-existence results to a mixed anisotropic Schrödinger system in a plane The time horizon for stochastic homogenization of the one-dimensional wave equation Thin ferromagnetic plates with magnetostriction On a class of elliptic equations with critical perturbations in the hyperbolic space
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