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On Polynomial Chaos Expansion via Gradient-enhanced
  $\ell_1$-minimization

On Polynomial Chaos Expansion via Gradient-enhanced ℓ1\ell_1ℓ1​-minimization

1 June 2015
Jigen Peng
Jerrad Hampton
Alireza Doostan
ArXiv (abs)PDFHTML

Papers citing "On Polynomial Chaos Expansion via Gradient-enhanced $\ell_1$-minimization"

14 / 14 papers shown
Title
A unified framework for learning with nonlinear model classes from
  arbitrary linear samples
A unified framework for learning with nonlinear model classes from arbitrary linear samples
Ben Adcock
Juan M. Cardenas
N. Dexter
119
3
0
25 Nov 2023
CS4ML: A general framework for active learning with arbitrary data based
  on Christoffel functions
CS4ML: A general framework for active learning with arbitrary data based on Christoffel functions
Ben Adcock
Juan M. Cardenas
N. Dexter
164
6
0
01 Jun 2023
Gradient-enhanced deep neural network approximations
Gradient-enhanced deep neural network approximations
Xiaodong Feng
Li Zeng
UQCV
90
5
0
08 Nov 2022
Sensitivity-enhanced generalized polynomial chaos for efficient
  uncertainty quantification
Sensitivity-enhanced generalized polynomial chaos for efficient uncertainty quantification
Kyriakos D. Kantarakias
G. Papadakis
29
9
0
30 Jun 2022
On efficient algorithms for computing near-best polynomial
  approximations to high-dimensional, Hilbert-valued functions from limited
  samples
On efficient algorithms for computing near-best polynomial approximations to high-dimensional, Hilbert-valued functions from limited samples
Ben Adcock
Simone Brugiapaglia
N. Dexter
S. Moraga
132
11
0
25 Mar 2022
Global sensitivity analysis using derivative-based sparse Poincaré
  chaos expansions
Global sensitivity analysis using derivative-based sparse Poincaré chaos expansions
Nora Lüthen
O. Roustant
Fabrice Gamboa
Bertrand Iooss
S. Marelli
Bruno Sudret
164
5
0
01 Jul 2021
A general framework of rotational sparse approximation in uncertainty
  quantification
A general framework of rotational sparse approximation in uncertainty quantification
Mengqi Hu
Y. Lou
Xiu Yang
69
0
0
13 Jan 2021
Sparse Identification of Nonlinear Dynamical Systems via Reweighted
  $\ell_1$-regularized Least Squares
Sparse Identification of Nonlinear Dynamical Systems via Reweighted ℓ1\ell_1ℓ1​-regularized Least Squares
A. Cortiella
K. Park
Alireza Doostan
77
77
0
27 May 2020
Sparse Polynomial Chaos Expansions via Compressed Sensing and D-optimal
  Design
Sparse Polynomial Chaos Expansions via Compressed Sensing and D-optimal Design
Paul Diaz
Alireza Doostan
Jerrad Hampton
102
102
0
29 Dec 2017
Global Sensitivity Analysis via Multi-Fidelity Polynomial Chaos
  Expansion
Global Sensitivity Analysis via Multi-Fidelity Polynomial Chaos Expansion
P. Palar
L. Zuhal
K. Shimoyama
T. Tsuchiya
55
66
0
23 Oct 2017
Principal component analysis and sparse polynomial chaos expansions for
  global sensitivity analysis and model calibration: application to urban
  drainage simulation
Principal component analysis and sparse polynomial chaos expansions for global sensitivity analysis and model calibration: application to urban drainage simulation
J. Nagel
J. Rieckermann
Bruno Sudret
123
67
0
11 Sep 2017
A General Framework for Enhancing Sparsity of Generalized Polynomial
  Chaos Expansions
A General Framework for Enhancing Sparsity of Generalized Polynomial Chaos Expansions
Xiu Yang
Xiaoliang Wan
Lin Lin
H. Lei
68
10
0
10 Jul 2017
Basis Adaptive Sample Efficient Polynomial Chaos (BASE-PC)
Basis Adaptive Sample Efficient Polynomial Chaos (BASE-PC)
Jerrad Hampton
Alireza Doostan
100
44
0
03 Feb 2017
Enhancing Sparsity of Hermite Polynomial Expansions by Iterative
  Rotations
Enhancing Sparsity of Hermite Polynomial Expansions by Iterative Rotations
Xiu Yang
H. Lei
Nathan A. Baker
Guang Lin
61
53
0
14 Jun 2015
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