Pointwise Lower Bounds on the Heat Kernels of Higher Order Schrödinger Operators

Details Pointwise Lower Bounds on the Heat Kernels of Higher Order Schrödinger Operators Pointwise Lower Bounds on the Heat Kernels of Higher Order Schrödinger Operators

2002-12-04

arxiv.org/abs/math/0212069v3

Mathematics

Analysis of PDEs

Latex2e, 7 pages

Scientific paper

We apply Davies' method for obtaining pointwise lower bounds on the heat
kernels of higher-order differential operators to obtain pointwise lower bounds
in the presence of a polynomialy bounded potential.

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