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by
Perkins, Raymond Theodore, III, author.
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problem, which is the major motivation for stochastic programming. This dissertation recasts this debate
by
Dekkers, Rob. author.
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relevance of systems theories for research methods and a new chapter about problem analysis and solving
by
Bozhenyuk, Alexander Vitalievich. author.
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numbers and intervals. The second problem concerns static and dynamic flow finding in networks under fuzzy
by
Grünig, Rudolf. author.
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other texts, the book focuses on problem analysis, on developing solution options and on establishing
by
Yang, Jie, author.
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. Contributions from solving the three problems have strong business indications and will facilitate both cost
by
Hester, Patrick T. author.
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nonlinear nature of all complex problem-solving endeavors. The authors’ clear and consistent chapter
by
Gabriel, Steven A. author.
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solving a separate but related optimization problem with potentially overall system constraints (e
by
Zhang, Minjiao, author.
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-echelon lot-sizing problem, and the branch-and-cut algorithm is very effective in solving capacitated multi
by
Hall, Georgina, author.
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The problem of optimizing over the cone of nonnegative polynomials is a fundamental problem in
by
Tan, Zhen, author. (orcid)0000-0003-1711-3557
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4) Value of information and optimal learning in solving large scale network optimization problems
by
Shukla, Sharabh Ramshiromani, author. (orcid)0000-0002-2841-2897
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-of-the-art commercial solvers. As a result, solving large scale DOPF with discreet integer variables has been identified
by
Alaimo, Richard Arthur, author.
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individually using the test problem in order to determine which constraints provide the most benefit to solving





