Results 191 to 200 of about 83,569 (221)
Molecular dynamics simulations elucidate the role of the F-F' loop in substrate entry into CYP3A4. [PDF]
Yan J, Hirao H.
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Indoor Air, 2013
To quickly obtain information about airborne infectious disease transmission in enclosed environments is critical in reducing the infection risk to the occupants. This study developed a combined computational fluid dynamics (CFD) and Markov chain method for quickly predicting transient particle transport in enclosed environments.
C, Chen, C-H, Lin, Z, Long, Q, Chen
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To quickly obtain information about airborne infectious disease transmission in enclosed environments is critical in reducing the infection risk to the occupants. This study developed a combined computational fluid dynamics (CFD) and Markov chain method for quickly predicting transient particle transport in enclosed environments.
C, Chen, C-H, Lin, Z, Long, Q, Chen
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Numerically Stable Methods for the Computation of Exit Rates in Markov Chains
Methodology and Computing in Applied Probability, 2014zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Methodology and Computing in Applied Probability
We develop a new numerical method for the computation of the complementary probability distribution of the proportion of time in a time interval that a continuous-time Markov chain (CTMC) is in a subset of states. The new method is an enhanced version of a method developed by the second author (method C) based on a uniformization construct with a ...
Suñé, Víctor, Carrasco, Juan A.
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We develop a new numerical method for the computation of the complementary probability distribution of the proportion of time in a time interval that a continuous-time Markov chain (CTMC) is in a subset of states. The new method is an enhanced version of a method developed by the second author (method C) based on a uniformization construct with a ...
Suñé, Víctor, Carrasco, Juan A.
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Computational Methods for Markov Chains Occurring in Queueing Theory
1987An algorithmic method for computing the probability vector of finite irreducible Markov chains is developed. The block elimination scheme used is especially well suited for highly structured and/or sparse transition matrices. Special variants for block Hessenberg and tridiagonal matrices often occurring in queueing theory are derived.
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Path Space Markov Chain Monte Carlo Methods in Computer Graphics
2016The objective of a rendering algorithm is to compute a photograph of a simulated reality, which entails finding all the paths along which light can flow from a set of light sources to the camera. The purpose of this article is to present a high-level overview of the underlying physics and analyze how this leads to a high-dimensional integration problem
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Journal of Automation and Information Sciences, 2003
Nataliya N. Kussul, Artem M. Sokolov
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Nataliya N. Kussul, Artem M. Sokolov
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