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Stochastic partial differential equations and applications / editor, Giuseppe Da Prato, Luciano Tubaro.
Tipo de material:
TextoSeries Pure and Applied mathetmaticsDetalles de publicación: New York : Marcel Dekker, 2002Descripción: 460 p. : il. ; 26 cmISBN: - 0824707923
- QA274.25 .S7 2002
Contenidos:
Cap. 1 The Semi-Mantingale property of the square of White Noise integratiors.-- Cap. 2 SPDEs Leading to local, relativistic Quantum Vector Fields with indegfinite metric and nontrivial.-- Cap. 3 Consideratiosn on the controllability of stochastic linear Heart equations.-- Cap. 4 Stochastic differential equations for trace-Class operators and Quantum continual measurements.-- Cap. 5 Invariant Measures of diffusion processes: regularity.-- Cap. 6 On the theory of random attractors and some open problems.-- Cap. 7 Invariant densities for stochastis semilinear evolution equations and relate dproperties of transition semigroups.-- Cap. 8 On some generalized solutions of stochastis.-- Cap. 9 Riemennian geometry on the path space...
| Tipo de ítem | Biblioteca actual | Colección | Signatura topográfica | Estado | Notas | Fecha de vencimiento | Código de barras | |
|---|---|---|---|---|---|---|---|---|
01-Préstamo Interno (Libros)
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Biblioteca Magna a | Acervo General | QA274.25 .S7 2002 | Disponible | Préstamo interno (etiqueta naranja) | 055276 |
Cap. 1 The Semi-Mantingale property of the square of White Noise integratiors.-- Cap. 2 SPDEs Leading to local, relativistic Quantum Vector Fields with indegfinite metric and nontrivial.-- Cap. 3 Consideratiosn on the controllability of stochastic linear Heart equations.-- Cap. 4 Stochastic differential equations for trace-Class operators and Quantum continual measurements.-- Cap. 5 Invariant Measures of diffusion processes: regularity.-- Cap. 6 On the theory of random attractors and some open problems.-- Cap. 7 Invariant densities for stochastis semilinear evolution equations and relate dproperties of transition semigroups.-- Cap. 8 On some generalized solutions of stochastis.-- Cap. 9 Riemennian geometry on the path space...