Small Ball Asymptotics for the Stochastic Wave Equation

Small Ball Asymptotics for the Stochastic Wave Equation

0 B
Podcast
Podcaster

Beschreibung

vor 22 Jahren
We examine the small ball asymptotics for the weak solution X of
the stochastic wave equation d`Alambert(X)(t,x) = g(X(t,x)) +
f(t,x)dW(t,x) on the real line with deterministic initial
conditions.

Weitere Episoden

Generalized Additive Models with Unknown Link Function Including Variable Selection

Generalized Additive Models with Unknown Link Function Including Variable Selection

vor 11 Jahren
On the Procrustean analogue of individual differences scaling (INDSCAL)

On the Procrustean analogue of individual differences scaling (INDSCAL)

vor 11 Jahren
Global permutation tests for multivariate ordinal data: alternatives, test statistics, and the null dilemma

Global permutation tests for multivariate ordinal data: alternatives, test statistics, and the null dilemma

vor 11 Jahren
Clustering in linear mixed models with approximate Dirichlet process mixtures using EM algorithm

Clustering in linear mixed models with approximate Dirichlet process mixtures using EM algorithm

vor 12 Jahren
Variable selection with Random Forests for missing data

Variable selection with Random Forests for missing data

vor 12 Jahren
In Podcasts werben
Schalte jetzt Werbung in Podcasts.
Alle Episoden anzeigen

Kommentare (0)

Abonnenten

Logo
"Small Ball Asymptotics for the Stochastic Wave Equation"
"Mathematik, Informatik und Statistik - Open Access LMU - Teil 02/03"
15
15
00:00
00:00
"Small Ball Asymptotics for the Stochastic Wave Equation"
"Mathematik, Informatik und Statistik - Open Access LMU - Teil 02/03"