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Exact solutions of discrete master equations in terms of continued fractions
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Document Date: 2006-07-07 04:50:02

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File Size: 473,43 KB

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Berlin / Heidelberg / Leipzig / New York / Stuttgart / /

Country

Germany / /

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pence / USD / /

IndustryTerm

stationary solution / dependent solutions / convergent algorithm / direct solution / chemical reactions / stochastic systems / nonlinear stochastic systems / nonlinear chemical reaction scheme / stochastic operator / continued fraction solution / chemical species / explicit continued fraction solutions / steady state solution / continued fraction solutions / /

Organization

P. Hiinggi Institut / G. Haag P. H~inggi Institut f'tir Theoretische Physik Universit~it Stuttgart Pfaffenwaldring / U.S. Department of Commerce / /

Person

Az / /

Position

COB / /

ProvinceOrState

New York / /

Technology

LAN / rapidly convergent algorithm / /

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