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Rémi Abgrall · Study

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Rémi Abgrall

10 works· latest 2017· 3 institutionscluster: provisionalORCID 0000-0002-5553-7476

h-index10

i1010

Citations275

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Most cited in this library

Uncertainty Quantification for Hyperbolic Systems of Conservation Laws2017 · 45 citations
A semi-intrusive deterministic approach to uncertainty quantification in non-linear fluid flow problems2012 · 44 citations
Adaptive surrogate modeling by ANOVA and sparse polynomial dimensional decomposition for global sensitivity analysis in fluid simulation2016 · 44 citations
A simple, flexible and generic deterministic approach to uncertainty quantifications in non linear problems: application to fluid flow problems2008 · 32 citations
Sensitivity analysis using anchored ANOVA expansion and high‐order moments computation2015 · 30 citations

Works

10 shown

Uncertainty Quantification for Hyperbolic Systems of Conservation Laws

Handbook of numerical analysis·2017·2 authors·chapter

45citations

Adaptive surrogate modeling by ANOVA and sparse polynomial dimensional decomposition for global sensitivity analysis in fluid simulation

Journal of Computational Physics·2016·3 authors·Open access

44citations

High-order statistics in global sensitivity analysis: Decomposition and model reduction

Computer Methods in Applied Mechanics and Engineering·2015·4 authors·Open access

25citations

A Novel Weakly-Intrusive Non-linear Multiresolution Framework for Uncertainty Quantification in Hyperbolic Partial Differential Equations

Journal of Scientific Computing·2015·4 authors

12citations

Sensitivity analysis using anchored ANOVA expansion and high‐order moments computation

International Journal for Numerical Methods in Engineering·2015·3 authors

30citations

TSI metamodels-based multi-objective robust optimization

Engineering Computations·2013·5 authors

14citations

A one-time truncate and encode multiresolution stochastic framework

Journal of Computational Physics·2013·3 authors

14citations

A semi-intrusive deterministic approach to uncertainty quantification in non-linear fluid flow problems

Journal of Computational Physics·2012·2 authors·Open access

44citations

A simple semi-intrusive method for Uncertainty Quantification of shocked flows, comparison with a non-intrusive Polynomial Chaos method

HAL·2010·4 authors·other·Open access

15citations

A simple, flexible and generic deterministic approach to uncertainty quantifications in non linear problems: application to fluid flow problems

HAL·2008·1 author·report·Open access

32citations