Canadian Mathematical Society
Canadian Mathematical Society
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Abstract view

Estimates for the heat kernel on $\SL (n,{\bf R})/\SO (n)$

Open Access article
 Printed: Apr 1997
  • P. Sawyer
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In \cite{Anker}, Jean-Philippe Anker conjectures an upper bound for the heat kernel of a symmetric space of noncompact type. We show in this paper that his prediction is verified for the space of positive definite $n\times n$ real matrices.
MSC Classifications: 58G30, 53C35, 58G11 show english descriptions unknown classification 58G30
Symmetric spaces [See also 32M15, 57T15]
unknown classification 58G11
58G30 - unknown classification 58G30
53C35 - Symmetric spaces [See also 32M15, 57T15]
58G11 - unknown classification 58G11

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