High performance computing is a key technology to solve large-scale real-world simulation problems on parallel computers. Simulations for a fixed, deterministic set of parameters are current state of the art. However, there is a growing demand in methods to appropriately cope with uncertainties in those input parameters. This is addressed in the developing research field of uncertainty quantification. Here, Monte-Carlo methods are easy to parallelize and thus fit well for parallel computing. However, their weak approximation capabilities lead to inaccurate results. The Dagstuhl Seminar 16372 "Uncertainty Quantification and High Performance Computing" brought together experts in the fields of uncertainty quantification and high performance c...
Mathematical models of complex real-world phenomena result in computational challenges, often necess...
Part 1: UQ Need: Risk, Policy, and Decision MakingInternational audienceSimulation is nowadays a maj...
The field of uncertainty quantification is evolving rapidly because of increasing emphasis on models...
Computational models in science and engineering are subject to uncertainty, that is present under th...
The size and complexity of mathematical models used in many areas of science and engineering is ever...
International audienceThe Monte Carlo (MC) method is the most common technique used for uncertainty ...
We present Pi 4U,(1) an extensible framework, for non-intrusive Bayesian Uncertainty Quantification ...
A comprehensive Bayesian probabilistic framework is developed for quantifying and calibrating the un...
The necessity of dealing with uncertainties is growing in many different fields of science and engin...
International audienceDue to its simplicity and good statistical results, the Monte Carlo (MC) metho...
We present advances in the development of methods to predict the effect that uncertainties in physic...
Since the efficiency and speed of computing has increased significantly in the last decades, in sili...
Quantify uncertainty and sensitivities in your existing computational models with the “monaco” libra...
Nowadays, computational models are used in virtually all fields of applied sciences and engineering ...
We consider quantities that are uncertain because they depend on one or many uncertain parameters. I...
Mathematical models of complex real-world phenomena result in computational challenges, often necess...
Part 1: UQ Need: Risk, Policy, and Decision MakingInternational audienceSimulation is nowadays a maj...
The field of uncertainty quantification is evolving rapidly because of increasing emphasis on models...
Computational models in science and engineering are subject to uncertainty, that is present under th...
The size and complexity of mathematical models used in many areas of science and engineering is ever...
International audienceThe Monte Carlo (MC) method is the most common technique used for uncertainty ...
We present Pi 4U,(1) an extensible framework, for non-intrusive Bayesian Uncertainty Quantification ...
A comprehensive Bayesian probabilistic framework is developed for quantifying and calibrating the un...
The necessity of dealing with uncertainties is growing in many different fields of science and engin...
International audienceDue to its simplicity and good statistical results, the Monte Carlo (MC) metho...
We present advances in the development of methods to predict the effect that uncertainties in physic...
Since the efficiency and speed of computing has increased significantly in the last decades, in sili...
Quantify uncertainty and sensitivities in your existing computational models with the “monaco” libra...
Nowadays, computational models are used in virtually all fields of applied sciences and engineering ...
We consider quantities that are uncertain because they depend on one or many uncertain parameters. I...
Mathematical models of complex real-world phenomena result in computational challenges, often necess...
Part 1: UQ Need: Risk, Policy, and Decision MakingInternational audienceSimulation is nowadays a maj...
The field of uncertainty quantification is evolving rapidly because of increasing emphasis on models...