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Short-time behavior of the heat kernel and Weyl’s law on $${{\mathrm{RCD}}}^*(K,N)$$RCD∗(K,N) spaces
, 2018L. Ambrosio +2 more
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1996
The goal of the heat kernel method is to express (2.40) as an integral over the fixed point set M γ in M of the transformation γ. Here M γ = M if γ is the identity. The method is based on the following observations about arbitrary elliptic differential operators D, acting on sections of a smooth vector bundle F over a compact manifold M, which admits a
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The goal of the heat kernel method is to express (2.40) as an integral over the fixed point set M γ in M of the transformation γ. Here M γ = M if γ is the identity. The method is based on the following observations about arbitrary elliptic differential operators D, acting on sections of a smooth vector bundle F over a compact manifold M, which admits a
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Neumann Heat Kernel Monotonicity
2014This chapter contains the probabilistic proof of the claim that the Neumann heat kernel in a ball, evaluated on the diagonal, is a monotone function of the distance from the center.
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Heat kernels and theta functions
1996zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Materials, physics and systems for multicaloric cooling
Nature Reviews Materials, 2022Huilong Hou, Suxin Qian, Ichiro Takeuchi
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Scalable fabrication and coating methods for perovskite solar cells and solar modules
Nature Reviews Materials, 2020Nam-Gyu Park, Kai Zhu
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Nanoengineered materials for liquid–vapour phase-change heat transfer
Nature Reviews Materials, 2016H Jeremy Cho +2 more
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