A. Anikin

most citedAsymptotics of Green function for the linear waves equations in a domain with a non-uniform bottom

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math-ph2018

Semi-classical Green functions

Anatoly Anikin, Sergey Dobrokhotov, Vladimir Nazaikinskii +1

Let $H (x, p) \sim H_{0} (x, p) + h H_{1} (x, p) + \dots$ be a semi-classical Hamiltonian on $T^{*} R^{n}$ , and $Σ_{E} = {H_{0} (x, p) = E}$ a non critical energy surface. Consider $f_{h}$ a semi-classica…

math-ph2017★ 1 cited

Asymptotics of Green function for the linear waves equations in a domain with a non-uniform bottom

Anatoly Anikin, Serguei Dobrokhotov, Vladimir Nazaikinskii +1

We consider the linear problem for water-waves created by sources on the bottom and the free surface in a 3-D basin having slowly varying profile $z = - D (x)$ . The fluid verifies Eule…