PUBLICACIÓN

LAR-PCE based Stochastic Kriging for non parametric problems

ACCEDER A LA PUBLICACIÓN: Scopus

2024 AIP Conference Proceedings

Physics and Astronomy (miscellaneous)

SJR: 0.153

CITAS

0

DOI

10.1063/5.0210542

EID

2-s2.0-85196480406

ISSN

0094-243X

EISSN

1551-7616

ISBN

9780735449541

AUTORES DE LA UEX

Carmen Calvo Jurado

OTRAS PUBLICACIONES DE INTERÉS

Homogeneización De Problemas De Dirichlet Para Operadores Monótonos En Abiertos Variables
Lar-Pce Based Stochastic Kriging For Non Parametric Problems
Optimal Location Of Electric Vehicle Charging Stations Using Proximity Diagrams
Lar-Pce Based Stochastic Kriging For Non Parametric Problems
Optimal Location Of Electric Vehicle Charging Stations Using Proximity Diagrams
Sparse Polynomial Chaos Expansion For Universal Stochastic Kriging
Optimal Location Of Electric Vehicle Charging Stations Using Proximity Diagrams
Sparse Polynomial Chaos Expansion For Universal Stochastic Kriging
Multielement Polynomial Chaos Kriging-Based Metamodelling For Bayesian Inference Of Non-Smooth Systems
Sparse Polynomial Chaos Expansion For Universal Stochastic Kriging
Multielement Polynomial Chaos Kriging-Based Metamodelling For Bayesian Inference Of Non-Smooth Systems
Cost-Efficient Modeling For Estimating The Elastic Properties Offiber-Reinforced Composites
Multielement Polynomial Chaos Kriging-Based Metamodelling For Bayesian Inference Of Non-Smooth Systems
Cost-Efficient Modeling For Estimating The Elastic Properties Offiber-Reinforced Composites
Polynomial Chaos Expansion For Uncertainty Propagation Analysis In Numerical Homogenization Of 2d/3d Periodic Composite Microstructures
Cost-Efficient Modeling For Estimating The Elastic Properties Offiber-Reinforced Composites
Polynomial Chaos Expansion For Uncertainty Propagation Analysis In Numerical Homogenization Of 2d/3d Periodic Composite Microstructures
Surrogate Modeling Of The Effective Elastic Properties Of Spherical Particle-Reinforced Composite Materials
Polynomial Chaos Expansion For Uncertainty Propagation Analysis In Numerical Homogenization Of 2d/3d Periodic Composite Microstructures
Surrogate Modeling Of The Effective Elastic Properties Of Spherical Particle-Reinforced Composite Materials
A Justification Of The Darcy Law For A Suspension Of Not Self-Similar Solid Particles Non-Periodically Distributed
Surrogate Modeling Of The Effective Elastic Properties Of Spherical Particle-Reinforced Composite Materials
A Justification Of The Darcy Law For A Suspension Of Not Self-Similar Solid Particles Non-Periodically Distributed
Numerical Computation Of Effective Anisotropic Elastic Properties Of Geosynthetics-Reinforced Pavements
A Justification Of The Darcy Law For A Suspension Of Not Self-Similar Solid Particles Non-Periodically Distributed
Numerical Computation Of Effective Anisotropic Elastic Properties Of Geosynthetics-Reinforced Pavements
Modelling Affected Regions By The Iberian Quercus Disease With Proximity Diagrams
Numerical Computation Of Effective Anisotropic Elastic Properties Of Geosynthetics-Reinforced Pavements
Modelling Affected Regions By The Iberian Quercus Disease With Proximity Diagrams
Numerical Approximation Of The Hydrological Time Of Concentration
Modelling Affected Regions By The Iberian Quercus Disease With Proximity Diagrams
Numerical Approximation Of The Hydrological Time Of Concentration
Induced Fields In Isolated Elliptical Inhomogeneities Due To Imposed Polynomial Fields At Infinity
Numerical Approximation Of The Hydrological Time Of Concentration
Induced Fields In Isolated Elliptical Inhomogeneities Due To Imposed Polynomial Fields At Infinity
Performance Evaluation Of Model-Driven Partitioning Algorithms For Data-Parallel Kernels On Heterogeneous Platforms
Induced Fields In Isolated Elliptical Inhomogeneities Due To Imposed Polynomial Fields At Infinity
Performance Evaluation Of Model-Driven Partitioning Algorithms For Data-Parallel Kernels On Heterogeneous Platforms
Peer Orientation Process For Incoming Students
Performance Evaluation Of Model-Driven Partitioning Algorithms For Data-Parallel Kernels On Heterogeneous Platforms
Peer Orientation Process For Incoming Students
Learning Management Of Infinitesimal Calculus With Intelliboard
Peer Orientation Process For Incoming Students
Learning Management Of Infinitesimal Calculus With Intelliboard
A Brinkman Law In The Homogenization Of The Stationary Navier–stokes System In A Non-Periodic Porous Medium
Learning Management Of Infinitesimal Calculus With Intelliboard
A Brinkman Law In The Homogenization Of The Stationary Navier–stokes System In A Non-Periodic Porous Medium
Analytical Communication Performance Models As A Metric In The Partitioning Of Data-Parallel Kernels On Heterogeneous Platforms
A Brinkman Law In The Homogenization Of The Stationary Navier–stokes System In A Non-Periodic Porous Medium
Analytical Communication Performance Models As A Metric In The Partitioning Of Data-Parallel Kernels On Heterogeneous Platforms
A Flipped Classroom Experience In Mathematics Teaching At Higher Education
Analytical Communication Performance Models As A Metric In The Partitioning Of Data-Parallel Kernels On Heterogeneous Platforms
A Flipped Classroom Experience In Mathematics Teaching At Higher Education
Design Thinking Applied In Civil Engineering Studies
A Flipped Classroom Experience In Mathematics Teaching At Higher Education
Design Thinking Applied In Civil Engineering Studies
Diseño De Actividades E-Learning Para La Enseñanza/aprendizaje De La Estadística Descriptiva
Design Thinking Applied In Civil Engineering Studies
Diseño De Actividades E-Learning Para La Enseñanza/aprendizaje De La Estadística Descriptiva
A Moodle-Exelearning Experience In Higher Education
Diseño De Actividades E-Learning Para La Enseñanza/aprendizaje De La Estadística Descriptiva
A Moodle-Exelearning Experience In Higher Education
The Influence Of Two-Point Statistics On The Hashin–shtrikman Bounds For Three Phase Composites
A Moodle-Exelearning Experience In Higher Education
The Influence Of Two-Point Statistics On The Hashin–shtrikman Bounds For Three Phase Composites
Homogenization Of Nonlinear Dirichlet Problems In Random Perforated Domains
The Influence Of Two-Point Statistics On The Hashin–shtrikman Bounds For Three Phase Composites
Homogenization Of Nonlinear Dirichlet Problems In Random Perforated Domains
On Interface Design For Distributed Signal Processing
Homogenization Of Nonlinear Dirichlet Problems In Random Perforated Domains
On Interface Design For Distributed Signal Processing
On The Computation Of The Hashin–shtrikman Bounds For Transversely Isotropic Two-Phase Linear Elastic Fibre-Reinforced Composites
On Interface Design For Distributed Signal Processing
On The Computation Of The Hashin–shtrikman Bounds For Transversely Isotropic Two-Phase Linear Elastic Fibre-Reinforced Composites
Hashin–shtrikman Bounds On The Effective Thermal Conductivity Of A Transversely Isotropic Two-Phase Composite Material
On The Computation Of The Hashin–shtrikman Bounds For Transversely Isotropic Two-Phase Linear Elastic Fibre-Reinforced Composites
Hashin–shtrikman Bounds On The Effective Thermal Conductivity Of A Transversely Isotropic Two-Phase Composite Material
Homogenization Of The Poisson Equation With Dirichlet Conditions In Random Perforated Domains
Hashin–shtrikman Bounds On The Effective Thermal Conductivity Of A Transversely Isotropic Two-Phase Composite Material
Homogenization Of The Poisson Equation With Dirichlet Conditions In Random Perforated Domains
On The Construction Of Bounds For The Effective Transport Properties Of A Two-Phase Transversely Isotropic Composite Material
Homogenization Of The Poisson Equation With Dirichlet Conditions In Random Perforated Domains
On The Construction Of Bounds For The Effective Transport Properties Of A Two-Phase Transversely Isotropic Composite Material
The Homogenization Of The Heat Equation With Mixed Conditions On Randomly Subsets Of The Boundary
On The Construction Of Bounds For The Effective Transport Properties Of A Two-Phase Transversely Isotropic Composite Material
The Homogenization Of The Heat Equation With Mixed Conditions On Randomly Subsets Of The Boundary
Asymptotic Behavior Of Nonlinear Systems In Varying Domains With Boundary Conditions On Varying Sets
The Homogenization Of The Heat Equation With Mixed Conditions On Randomly Subsets Of The Boundary
Asymptotic Behavior Of Nonlinear Systems In Varying Domains With Boundary Conditions On Varying Sets
Homogenization Of Nonlinear Parabolic Problems With Varying Boundary Conditions On Varying Sets
Asymptotic Behavior Of Nonlinear Systems In Varying Domains With Boundary Conditions On Varying Sets
Homogenization Of Nonlinear Parabolic Problems With Varying Boundary Conditions On Varying Sets
Parabolic Problems With Varying Operators And Dirichlet And Neumann Boundary Conditions On Varying Sets
Homogenization Of Nonlinear Parabolic Problems With Varying Boundary Conditions On Varying Sets
Parabolic Problems With Varying Operators And Dirichlet And Neumann Boundary Conditions On Varying Sets
Homogenization Of Elliptic Problems With The Dirichlet And Neumann Conditions Imposed On Varying Subsets
Parabolic Problems With Varying Operators And Dirichlet And Neumann Boundary Conditions On Varying Sets
Homogenization Of Elliptic Problems With The Dirichlet And Neumann Conditions Imposed On Varying Subsets
Nonlocal Limits In The Study Of Linear Elliptic Systems Arising In Periodic Homogenization
Homogenization Of Elliptic Problems With The Dirichlet And Neumann Conditions Imposed On Varying Subsets
Nonlocal Limits In The Study Of Linear Elliptic Systems Arising In Periodic Homogenization
Optimization By The Homogenization Method For Nonlinear Elliptic Dirichlet Systems
Nonlocal Limits In The Study Of Linear Elliptic Systems Arising In Periodic Homogenization
Optimization By The Homogenization Method For Nonlinear Elliptic Dirichlet Systems
Homogenization Of Dirichlet Parabolic Problems For Coefficients And Open Sets Simultaneously Variable And Applications To Optimal Design
Optimization By The Homogenization Method For Nonlinear Elliptic Dirichlet Systems
Homogenization Of Dirichlet Parabolic Problems For Coefficients And Open Sets Simultaneously Variable And Applications To Optimal Design
Asymptotic Behaviour Of Linear Dirichlet Parabolic Problems With Variable Operators Depending On Time In Varying Domains
Homogenization Of Dirichlet Parabolic Problems For Coefficients And Open Sets Simultaneously Variable And Applications To Optimal Design
Asymptotic Behaviour Of Linear Dirichlet Parabolic Problems With Variable Operators Depending On Time In Varying Domains
An Existence Result For Control Problems On The Coefficients And The Domain For Nonlinear Parabolic Dirichlet Problems
Asymptotic Behaviour Of Linear Dirichlet Parabolic Problems With Variable Operators Depending On Time In Varying Domains
An Existence Result For Control Problems On The Coefficients And The Domain For Nonlinear Parabolic Dirichlet Problems
Results On Existence Of Solution For An Optimal Design Problem
An Existence Result For Control Problems On The Coefficients And The Domain For Nonlinear Parabolic Dirichlet Problems
Results On Existence Of Solution For An Optimal Design Problem
Homogenization Of Dirichlet Parabolic Systems With Variable Monotone Operators In General Perforated Domains
Results On Existence Of Solution For An Optimal Design Problem
Homogenization Of Dirichlet Parabolic Systems With Variable Monotone Operators In General Perforated Domains
The Limit Of Dirichlet Systems For Variable Monotone Operators In General Perforated Domains
Homogenization Of Dirichlet Parabolic Systems With Variable Monotone Operators In General Perforated Domains
The Limit Of Dirichlet Systems For Variable Monotone Operators In General Perforated Domains
Homogeneización De Problemas De Dirichlet Para Operadores Monótonos En Abiertos Variables
The Limit Of Dirichlet Systems For Variable Monotone Operators In General Perforated Domains
Homogeneización De Problemas De Dirichlet Para Operadores Monótonos En Abiertos Variables
Lar-Pce Based Stochastic Kriging For Non Parametric Problems
WEB ACCESIBLE