Searching for "Erratum to "Generating functions and duality for integer programs" [Discrete Optimization 1 (2) (2004) 167-187]." – sorted by Relevance.
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Erratum To
- operators. This erratum aims to show that a supplementary condition should be added in the denition 2.1
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Erratum
- equivalents, are given in Table 1. Using the integer representations of the pitch classes and modulo-12
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ERRATUM
- . Consider an address A that is referenced twice in a program trace at times t 1 and t 2 , t 2 > t 1 . Belady
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Integer Programming
- Technical Report Integer Programming 1 V Chandru 2 M.R. Rao 3 T.R.No. IISc-CSA-98-04 February
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Semidefinite Programming and Integer Programming
- of CWl. Contents 1 Introduction 3 2 Semidefinite Programming: Duality, Algorithms, Complexity
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SMARANDACHE TYPE FUNCTION OBTAINED BY DUALITY
- ...pt ) = 2 i−1 t ∑ pi . i=1 In this section we shall consider the Smarandache function as a generating
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Disjunctive Cut Generation for Mixed 0-1 Programs: Duality and Lifting
- Disjunctive cut generation for mixed 0--1 programs: duality and lifting Sebasti'an Ceria 3 Jo
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Coarse Alexander duality and duality groups
- substitute for a finitely generated, one-ended, 2-dimensional group G will be a duality group of dimension 1
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The complexity of generating functions for integer points in polyhedra and beyond
- sets defined by their rational generating functions f(S1; x) and f(S2; x), then the generating function
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Integer Programming Software Systems
- in the near future. 1. Introduction In the last decade, the use of integer programming models and software has
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