Forventes på lager: 30-03-1998
Studies the behavior of the random heat kernel associated with the stochastic partial differential equation $du=\tfrac {1}{2} {\Delta}udt = (\sigma, \nabla u) \circ dW_t$, on some Riemannian manifold $M$. Here $\Delta$ is the Laplace-Beltrami operator, $\sigma$ is some vector field on $M$, and $\nabla$ is the gradient operator.
| Forlag | American Mathematical Society |
| Type | Bog |
| Format | Paperback / softback |
| Sprog | Engelsk |
| Udgivelsesdato | 30-03-1998 |
| Første udgivelsesår | 1998 |
| Serie | Memoirs of the American Mathematical Society |
| Illustrationer | bibliography |
| Originalsprog | United States |
| Indbinding | Paperback / softback |
| Forlag | American Mathematical Society |
| Sideoplysninger | bibliography |
| ISBN-13 / EAN-13 | 9780821806494 |