AbstractWe show in the smooth category that the heat trace asymptotics and the heat content asymptotics can be made to grow arbitrarily rapidly. In the real analytic context, however, this is not true and we establish universal bounds on their growth
This talk is based on joint work with Nelia Charalambous, in which we consider the spectra of drifti...
This is a mini-review of the heat kernel expansion for generalized Laplacians on various noncommutat...
The heat content asymptotics on a Riemannian manifold with smoooth boundary defined by Dirichlet, Ne...
AbstractWe show in the smooth category that the heat trace asymptotics and the heat content asymptot...
This paper presents three results regarding heat trace asymptotics for bounded domains with cusps. F...
International audienceWe study the small-time asymptotics of the heat content of smooth non-characte...
Asymptotic results are given for the heat content of planar regions with cusps. 1
This dissertation consists of three main results regarding heat trace asymptotics for bounded domain...
AbstractWe use the Feynman-Kac formula and a decomposition of the Brownian bridge to obtain pointwis...
Let V be a bounded and integrable potential over Rd and 0 \u3c α ≤ 2. We show the existence of an as...
The short-time heat kernel expansion of elliptic operators provides a link between local and global ...
Heat content asymptotics with transmittal and transmission boundary conditions b
Let V be a bounded and integrable potential over Rd and 0 \u3c α ≤ 2. We show the existence of an as...
We study the heat trace for both Schrodinger operators as well as the drifting Laplacian on compact ...
AbstractWe study the heat content asymptotics with either Dirichlet or Robin boundary conditions whe...
This talk is based on joint work with Nelia Charalambous, in which we consider the spectra of drifti...
This is a mini-review of the heat kernel expansion for generalized Laplacians on various noncommutat...
The heat content asymptotics on a Riemannian manifold with smoooth boundary defined by Dirichlet, Ne...
AbstractWe show in the smooth category that the heat trace asymptotics and the heat content asymptot...
This paper presents three results regarding heat trace asymptotics for bounded domains with cusps. F...
International audienceWe study the small-time asymptotics of the heat content of smooth non-characte...
Asymptotic results are given for the heat content of planar regions with cusps. 1
This dissertation consists of three main results regarding heat trace asymptotics for bounded domain...
AbstractWe use the Feynman-Kac formula and a decomposition of the Brownian bridge to obtain pointwis...
Let V be a bounded and integrable potential over Rd and 0 \u3c α ≤ 2. We show the existence of an as...
The short-time heat kernel expansion of elliptic operators provides a link between local and global ...
Heat content asymptotics with transmittal and transmission boundary conditions b
Let V be a bounded and integrable potential over Rd and 0 \u3c α ≤ 2. We show the existence of an as...
We study the heat trace for both Schrodinger operators as well as the drifting Laplacian on compact ...
AbstractWe study the heat content asymptotics with either Dirichlet or Robin boundary conditions whe...
This talk is based on joint work with Nelia Charalambous, in which we consider the spectra of drifti...
This is a mini-review of the heat kernel expansion for generalized Laplacians on various noncommutat...
The heat content asymptotics on a Riemannian manifold with smoooth boundary defined by Dirichlet, Ne...
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