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ON THE CONVERGENCE OF SAMPLING ALGORITHMS FOR SOWING DYNAMIC STOCHASTIC PROGRAMMING

ON THE CONVERGENCE OF SAMPLING ALGORITHMS FOR SOWING DYNAMIC STOCHASTIC PROGRAMMING
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摘要 After describing a general sampling discretization algorithm for multistage continuous stochastic programming problems, we prove the global convergence of the al- gorithm under suitable conditions. The convergence of most available algorithms as well as new algorithms can thus be derived or improved as a special case of this general result. After describing a general sampling discretization algorithm for multistage continuous stochastic programming problems, we prove the global convergence of the al- gorithm under suitable conditions. The convergence of most available algorithms as well as new algorithms can thus be derived or improved as a special case of this general result.
出处 《Systems Science and Mathematical Sciences》 SCIE EI CSCD 2000年第4期397-406,共10页
关键词 Dynamic stochastic PROGRAMMING sampling tree normal INTEGRAND equi- LOWER SEMICONTINUITY epi-convergence. Dynamic stochastic programming, sampling, tree, normal integrand, equi- lower semicontinuity, epi-convergence.
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