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Exponential moments for numerical approximations of stochastic partial differential equations

Jentzen, Arnulf; Pusnik, Primoz (2016)

Research reports / Seminar for Applied Mathematics

Report

Multilevel higher order Quasi-Monte Carlo Bayesian Estimation

Dick, Josef; Gantner, Robert N.; Gia, Quoc T. le; et al. (2016)

Research reports / Seminar for Applied Mathematics

Report

European Security: Challenges at the Societal Level / OSCE Network of Think Tanks and Academic Institutions

Zellner, Wolfgang; Chernykh, Irina; Délétroz, Alain; et al. (2016)

Report

Critical Points for Elliptic Equations with Prescribed Boundary Conditions

Alberti, Giovanni; Bal, Guillaume; Di Cristo, Michele (2016)

Research Report

Report

Asymptotic Approximation of high order Wavepackets

Bourquin, Raoul; Gradinaru, Vasile (2016)

Research Reports

Report

Challenges and Chances for SBB in Small and Mid-sized Communities

Soltaniehha, Mahdokht; Niedermaier, Mathias; Sonderegger, Rolf (2016)

Report

Electromagnetic Wave Scattering by Random Surfaces: Shape Holomorphy

Jerez-Hanckes, Carlos; Schwab, Christoph; Zech, Jakob (2016)

Research reports / Seminar for Applied Mathematics

Report

Basel Earthquake Risk Mitigation: Computation of scenarios for school buildings

Michel, Clotaire; Fäh, Donat (2016)

Report

QMC integration for lognormal-parametric, elliptic PDEs: local supports imply product weights.

Herrmann, Lukas; Schwab, Christoph (2016)

Research reports / Seminar for Applied Mathematics

Report

Quasi-Monte Carlo integration for affine-parametric, elliptic PDEs: local supports imply product weights

Gantner, Robert N.; Herrmann, Lukas; Schwab, Christoph (2016)

Research reports / Seminar for Applied Mathematics

Report

Results

Exponential moments for numerical approximations of stochastic partial differential equations

Multilevel higher order Quasi-Monte Carlo Bayesian Estimation

European Security: Challenges at the Societal Level / OSCE Network of Think Tanks and Academic Institutions

Critical Points for Elliptic Equations with Prescribed Boundary Conditions

Asymptotic Approximation of high order Wavepackets

Challenges and Chances for SBB in Small and Mid-sized Communities

Electromagnetic Wave Scattering by Random Surfaces: Shape Holomorphy

Basel Earthquake Risk Mitigation: Computation of scenarios for school buildings

QMC integration for lognormal-parametric, elliptic PDEs: local supports imply product weights.

Quasi-Monte Carlo integration for affine-parametric, elliptic PDEs: local supports imply product weights

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Results

Exponential moments for numerical approximations of stochastic partial differential equations ﻿

Multilevel higher order Quasi-Monte Carlo Bayesian Estimation ﻿

European Security: Challenges at the Societal Level / OSCE Network of Think Tanks and Academic Institutions ﻿

Critical Points for Elliptic Equations with Prescribed Boundary Conditions ﻿

Asymptotic Approximation of high order Wavepackets ﻿

Challenges and Chances for SBB in Small and Mid-sized Communities ﻿

Electromagnetic Wave Scattering by Random Surfaces: Shape Holomorphy ﻿

Basel Earthquake Risk Mitigation: Computation of scenarios for school buildings ﻿

QMC integration for lognormal-parametric, elliptic PDEs: local supports imply product weights. ﻿

Quasi-Monte Carlo integration for affine-parametric, elliptic PDEs: local supports imply product weights ﻿

Refine by

Exponential moments for numerical approximations of stochastic partial differential equations

Multilevel higher order Quasi-Monte Carlo Bayesian Estimation

European Security: Challenges at the Societal Level / OSCE Network of Think Tanks and Academic Institutions

Critical Points for Elliptic Equations with Prescribed Boundary Conditions

Asymptotic Approximation of high order Wavepackets

Challenges and Chances for SBB in Small and Mid-sized Communities

Electromagnetic Wave Scattering by Random Surfaces: Shape Holomorphy

Basel Earthquake Risk Mitigation: Computation of scenarios for school buildings

QMC integration for lognormal-parametric, elliptic PDEs: local supports imply product weights.

Quasi-Monte Carlo integration for affine-parametric, elliptic PDEs: local supports imply product weights