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[PDF] Top 20 CORRECTION TO "QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND”

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CORRECTION TO "QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND”

CORRECTION TO "QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND”

... Mathematics and Statistics, University of New South Wales, Sydney NSW 2052, Australia; e-mail: ...Seminar for Applied Mathematics, ETH Z¨urich, ETH Zentrum, HG ... Voir le document complet

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CORRECTION TO "QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND”

CORRECTION TO "QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND”

... Schwab and I. H. Sloan, “Quasi Monte-Carlo methods for high-dimensional integration: The standard (weighted Hilbert space) setting ... Voir le document complet

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QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND

QUASI-MONTE CARLO METHODS FOR HIGH-DIMENSIONAL INTEGRATION: THE STANDARD (WEIGHTED HILBERT SPACE) SETTING AND BEYOND

... derivatives, and then indicates alternative settings, such as non-Hilbert spaces, that can sometimes be more ...include the extension of the fast component-by-component (CBC) construction of lattice ... Voir le document complet

37

Quantum Quasi-Monte Carlo Technique for Many-Body Perturbative Expansions

Quantum Quasi-Monte Carlo Technique for Many-Body Perturbative Expansions

... low-discrepancy and quasi-random se- quences lie in the ancient field of Diophantine Approxima- tion – the theory of approximating sets of real numbers by rational ones, especially in its ... Voir le document complet

17

Space-time multilevel Monte Carlo methods and their application to cardiac electrophysiology

Space-time multilevel Monte Carlo methods and their application to cardiac electrophysiology

... at high-performance uncertainty quantification for time-dependent problems governed by partial differential ...expansion and compute statistics of high-dimensional ... Voir le document complet

17

From random matrices to Monte Carlo integration via Gaussian quadrature

From random matrices to Monte Carlo integration via Gaussian quadrature

... (3), and project the eigen- values orthogonally from the unit circle onto the x-axis, we obtain a special case of our Theorem 1 where d = 1 and µ = µ eq ...But for some ... Voir le document complet

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Variance Analysis for Monte Carlo Integration: A Representation-Theoretic Perspective

Variance Analysis for Monte Carlo Integration: A Representation-Theoretic Perspective

... revisit the work of Pilleboue et ...of the closed-form expres- sion for the expected value and variance in homogeneous Monte Carlo ...that the results obtained ... Voir le document complet

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Comparison of Monte Carlo methods for adjoint neutron transport

Comparison of Monte Carlo methods for adjoint neutron transport

... Solving the adjoint linear transport equation by Monte Carlo methods can be convenient for applications emerging in radiation shielding, where the detector is typically small (in ... Voir le document complet

21

Monte Carlo methods for light propagation in biological tissues

Monte Carlo methods for light propagation in biological tissues

... by the equation of radiative ...in the framework of biological tissues and we implement algorithms based on Monte Carlo methods in order to estimate the quantity of ... Voir le document complet

13

Life-time integration using Monte Carlo Methods when optimizing the design of concentrated solar power plants

Life-time integration using Monte Carlo Methods when optimizing the design of concentrated solar power plants

... optimization The second optimization has nothing to do with the Monte Carlo algorithm (the integral formulation) ...itself. The integral formulation remains the ... Voir le document complet

12

On two ways to use determinantal point processes for Monte Carlo integration -- Long version

On two ways to use determinantal point processes for Monte Carlo integration -- Long version

... d and focus on sampling the multivariate Jacobi ensemble with parameters a i , b i ≤ 1/2, ...remodeled the original implementation 4 of the multivariate Jacobi ensemble sampler accompanying ... Voir le document complet

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Development of high fidelity methods for 3D Monte Carlo transient analysis of nuclear reactors

Development of high fidelity methods for 3D Monte Carlo transient analysis of nuclear reactors

... show the sensitivity of the C5G7-TD test problem 3.4 ∗ to the time step size between MC solves and leave a more detailed comparison between the direct and indirect ... Voir le document complet

140

Monte Carlo Chord Length Sampling for d-dimensional Markov binary mixtures

Monte Carlo Chord Length Sampling for d-dimensional Markov binary mixtures

... science and engineering in- volve linear particle transport theory in stochastic ...7), and inertial confinement fusion (8; 9; ...material and life sciences and in radiative transport (11; 12; ... Voir le document complet

21

Markov Chain Monte Carlo Methods in Financial Econometrics

Markov Chain Monte Carlo Methods in Financial Econometrics

... arbitrage and equilibri- um arguments to derive the functional relationship between asset prices and the fundamentals of the economy: state variables, structural parameters, ... Voir le document complet

9

Quantum Monte Carlo methods for electronic structure calculations : application to hydrogen at extreme conditions

Quantum Monte Carlo methods for electronic structure calculations : application to hydrogen at extreme conditions

... experimental and theoretical phase diagrams of hydrogen and deuterium around the PPT, which is usually called liquid-liquid phase transition (LLPT), is presented on figure ...6.1. The most ... Voir le document complet

178

Ninomiya-Victoir scheme : strong convergence, asymptotics for the normalized error and multilevel Monte Carlo methods

Ninomiya-Victoir scheme : strong convergence, asymptotics for the normalized error and multilevel Monte Carlo methods

... the standard multilevel Monte Carlo method. When β > 1, the optimal complexity O � ϵ −2  is ...propose to use the Ninomiya-Victoir scheme, which is known to ... Voir le document complet

175

Construction d'ensembles de points basée sur des récurrences linéaires dans un corps fini de caractéristique 2 pour la simulation Monte Carlo et l'intégration quasi-Monte Carlo

Construction d'ensembles de points basée sur des récurrences linéaires dans un corps fini de caractéristique 2 pour la simulation Monte Carlo et l'intégration quasi-Monte Carlo

... appliquer du tempering à la sortie du générateur. Habituellement, la matrice B est une matrice de plein rang k. La matrice Y est la matrice qui détermine le nombre de bits de résolution [r] ... Voir le document complet

389

Contributions to Monte Carlo Search

Contributions to Monte Carlo Search

... about the game or the sequential decision making problem to be ...of the target problem so as to design more efficient problem-tailored variants of ...Among the many ways ... Voir le document complet

149

Monte Carlo Methods for Top-k Personalized PageRank Lists and Name Disambiguation

Monte Carlo Methods for Top-k Personalized PageRank Lists and Name Disambiguation

... probability the random walk follows an outgoing link with uniform distribution and with the complementary probability the random walk jumps to a random node according to a ... Voir le document complet

29

Adjoint-based deviational Monte Carlo methods for phonon transport calculations

Adjoint-based deviational Monte Carlo methods for phonon transport calculations

... on the benefits that can be derived by exploiting the observation that many phonon transport problems of scientific and practical interest involve relatively small driving forces (temperature ... Voir le document complet

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