Институт вычислительной математики
и математической геофизики



The International Conference on Computational Mathematics
ICCM-2004


Abstracts


Statistic modeling and Monte Carlo methods

Self-Concordance of Recourse Function and a Decomposition-Based Interior Point Method for Two-Stage Stochastic Semidefinite Programs

Ozevin G., Mehrotra S.

Northwestern University,
IL,
USA (Evanston,
IL,
USA)

We introduce two-stage stochastic dual semidefinite programs with recourse and present a Benders decomposition based linearly convergent interior point algorithm to solve them. Our paper extends the results in Zhao [24] wherein it was shown that the logarithmic barrier associated with the recourse function of two-stage stochastic linear programs with recourse behaves as a strongly self-concordant barrier on the first stage solutions.

Note. Abstracts are published in author's edition


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