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[PDF] Top 20 Application of Monte Carlo method in Grid Computing and Allied Fields

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Application of Monte Carlo method in Grid Computing and Allied Fields

Application of Monte Carlo method in Grid Computing and Allied Fields

... Monte Carlo simulation provides a number of advantages over deterministic, or “single-point estimate” ...a Monte Carlo simulation generates, it’s easy to create graphs of different outcomes ... See full document

5

Stochastic simulation and spatial statistics of large datasets using parallel computing

Stochastic simulation and spatial statistics of large datasets using parallel computing

... a grid where each cell is in a certain state and evolves according to transition rules and rates dependent on a surrounding ...Parallel computing (high performance computing) is one solution that can ... See full document

153

Parallel Quasirandom Applications on Heterogeneous Grid

Parallel Quasirandom Applications on Heterogeneous Grid

... of Monte Carlo methods is that they are usually very easy to be ...quasi-Monte Carlo application depends crucially on various quality aspects of the parallel quasirandom sequences used ... See full document

8

Bayesian Methods for Nonlinear and Discrete Data with Complex Dependence.

Bayesian Methods for Nonlinear and Discrete Data with Complex Dependence.

... Using the posterior mean estimates from each of the converged Bayesian algorithms from the previous section, we used GSAS-II to generate a calculated diffraction profile. Table 4.2 summarizes the computation time and ... See full document

100

Application of Monte Carlo Method in Hydraulic Structures Safety Assessment in Vietnam Conditions

Application of Monte Carlo Method in Hydraulic Structures Safety Assessment in Vietnam Conditions

... design method and analysis of safety factors, while the Random design method and the reliability analysis have become popular in the world for many ...the method of calculating reliability for ... See full document

6

A Monte Carlo localization method based on differential evolution optimization applied into economic forecasting in mobile wireless sensor networks

A Monte Carlo localization method based on differential evolution optimization applied into economic forecasting in mobile wireless sensor networks

... Range-based localization requires additional hardware and power consumption, so nodes can achieve accurate positioning resolution. However, the demand to reduce hardware dependency and energy cost has been the focus of ... See full document

9

The Monte Carlo method to find eigenvalues and eigenvectors

The Monte Carlo method to find eigenvalues and eigenvectors

... Let be n points in p : X (1) ,…, X (n) . The orthogonal linear variety of the dimension k (0<k<p) is that linear variety with the minimum sum of the squares of Euclidean distances. We know (see [9]) that this ... See full document

5

Quasi Monte Carlo and multilevel Monte Carlo methods for computing posterior expectations in elliptic inverse problems

Quasi Monte Carlo and multilevel Monte Carlo methods for computing posterior expectations in elliptic inverse problems

... Typically, the posterior distribution is intractable, in the sense that direct sampling is unavail- able. One way to circumvent this problem is to use a Markov chain Monte Carlo (MCMC) approach to sample ... See full document

27

The Optimization at Studying of Electrical Conductivity in the Dielectric Nanocomposites  with Disordered Nanotubes

The Optimization at Studying of Electrical Conductivity in the Dielectric Nanocomposites with Disordered Nanotubes

... volume of the percolating cluster, and the order parameter P for all the values of population probability p (fractional volume) in parallel. Such a structure of the parallel calculations allows drastically decreasing the ... See full document

6

Brownian confidence bands on Monte Carlo output

Brownian confidence bands on Monte Carlo output

... a Monte Carlo estimation procedure, the path produced by successive partial estimates is often used as a guide for informal convergence ...the Monte Carlo procedure and thence of the estimate ... See full document

19

Computing induced charges in inhomogeneous dielectric media: Application in a Monte Carlo simulation of complex ionic systems

Computing induced charges in inhomogeneous dielectric media: Application in a Monte Carlo simulation of complex ionic systems

... In our simulations, q * ⫽ 2.321 and q * ⫽ 4.642, corre- sponding to monovalent ions with d ⫽ 3 Å at T ⫽ 300 K in dielectric media with ␧ ⫽ 80 and ␧ ⫽ 40, respectively. How- ever, our conclusions are not tied to any ... See full document

10

Efficient simulation of internal multiscale gas flows

Efficient simulation of internal multiscale gas flows

... The classification system of Abdulle et al. [2012] is used to distinguish be- tween various multiscale problems. Those which involve localised non-equilibrium ef- fects are labelled as type I problems. To independently ... See full document

129

Analysing multi-level Monte Carlo for options with non-globally Lipschitz payoff

Analysing multi-level Monte Carlo for options with non-globally Lipschitz payoff

... allow us to quantify an improvement in computational complexity when standard Monte Carlo is replaced by the multi-level version of [4]; they also explain the numerical results presented there. Promising ... See full document

11

Approximate Pricing of Swaptions in Affine and Quadratic Models

Approximate Pricing of Swaptions in Affine and Quadratic Models

... This paper proposes new bounds on the prices of European-style swaptions for affine and quadratic interest rate models. These bounds are computable whenever the joint characteristic function of the state variables is ... See full document

42

An introduction to Monte Carlo method for the Boltzmann equation

An introduction to Monte Carlo method for the Boltzmann equation

... [r] ... See full document

42

Bayesian Mapping of Quantitative Trait Loci Under Complicated Mating Designs

Bayesian Mapping of Quantitative Trait Loci Under Complicated Mating Designs

... to plants where the pedigree sizes are usually large due Mixed model: Assume that the mapping population to the need to invert large IBD matrices repeatedly for consists of n individuals with arbitrary pedigree relation- ... See full document

13

INDUCED CHARGE COMPUTATION METHOD Application in Monte Carlo simulations of inhomogeneous dielectric systems

INDUCED CHARGE COMPUTATION METHOD Application in Monte Carlo simulations of inhomogeneous dielectric systems

... ICC method allows to impose arbitrary boundary con- ditions on various boundaries in the system ...the method of [58] supplemented by the “curvature corrections” introduced in [59] and we report results for ... See full document

25

Lattice switching Monte Carlo method for crystals of flexible molecules

Lattice switching Monte Carlo method for crystals of flexible molecules

... LSMC method is hence best viewed as a complement to existing methods based on thermodynamic integration or lattice dynamics, for use where high accuracy is ... See full document

8

Analysis of the Bearing Capacity of Shallow Foundation in Unsaturated Soil Using Monte Carlo Simulation

Analysis of the Bearing Capacity of Shallow Foundation in Unsaturated Soil Using Monte Carlo Simulation

... The water table depth is the bottom boundary condition which affects the matric suction and/or degree of saturation of soil in the influence zone of shal- low foundation. The U.S. Geological Survey (USGS) and National ... See full document

20

The quantum Monte Carlo method : application to problems in statistical physics

The quantum Monte Carlo method : application to problems in statistical physics

... diffusion Monte Carlo and GFMC results is generally ...quantum Monte Carlo calculations give ground state energies which are approximately ... See full document

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