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Selected Matches for quasirandom or quasi-random AND carlo AND differen.htm

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Emmerich 2005 - An EMO Algorithm Using the Hypervolume Measure as Selection Criterion.pdf.svn-base

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Emmerich Deutz Beume 2007 - Gradient-Based Evolutionary Relay Hybrid for Computing Pareto Front Approximations Maximizing the S-Metric.pdf.svn-base

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Everson Fieldsend Singh 2002 - Full elite sets for multi-objective optimisation.pdf.svn-base

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Fleischer 2003 (extended) - The Measure of Pareto Optima.pdf.svn-base

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Fleischer 2003 - The Measure of Pareto Optima.pdf.svn-base

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Fonseca 2006 - An Improved Dimension-Sweep Algorithm for the Hypervolume Indicator.pdf.svn-base

338.8 KB

Fredman Weide 1978 - On the complexity of computing the measure of U[ai,bi].pdf.svn-base

499.2 KB

Galtier Penna 2001 - Complexity links between matrix multiplication, Klee's measure and call access control for satellite constellations.pdf.svn-base

354.2 KB

Karp Luby 1985 - Monte-Carlo algorithms for the planar multiterminal network reliability problem.pdf.svn-base

712.4 KB

Khachiyan 1988 - On the complexity of calculating the volume of a Polyhedron (in Russian).pdf.svn-base

54.9 KB

Khachiyan 1988 - On the complexity of calculating the volume of a Polyhedron (translated).pdf.svn-base

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Khachiyan 1989 - The problem of calculating the volume of polyhedron is enumerably hard.pdf.svn-base

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Knowles 2002 - Local-Search and Hybrid Evolutionary Algorithms for Pareto Optimization.pdf.svn-base

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Luby, Velickovic, On deterministic approximation of DNF.pdf.svn-base

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Naujoks Beume Emmerich 2005 - Multi-objective optimisation using S-metric selection - application to three-dimensional solution spaces.pdf.svn-base

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Overmars Yap 1988 - New Upper Bounds in Klee's Measure Problem.pdf.svn-base

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Saluja 1995 - Descriptive Complexity of #P Functions.pdf.svn-base

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Simonovits 2003 - How to compute the volume in high dimension.pdf.svn-base

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Valiant, The complexity of computing the permanent.pdf.svn-base

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Valiant, The complexity of enumeration and reliability problems.pdf.svn-base

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Zitzler 2007 - The Hypervolume Indicator Revisited.pdf.svn-base

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/GRAVEYARD/hypervolume/paper/

Agarwal Kaplan Sharir 2007 - Computing the volume of the union of cubes.pdf

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Beume Rudolph 2006 - Faster s-metric calculation by considering dominated hypervolume as Klees measure problem.pdf

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Beume, Fonseca, Lopez-Ibanez, Paquete, Vahrenhold, On the complexity of computing the hypervolume indicator.pdf

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Boissonnat 1995 - Voronoi diagrams in higher dimensions under certain polyhedral distance functions.pdf

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Brightwell Winkler - Counting Linear Extensions is #P-Complete.ps

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Brockhoff 2007 - On Handling a Large Number of Objectives A Posteriori and During Optimization.pdf

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Burkard Miatselski 1998 - Volume Maximization and Orthoconvex Approximation of Orthogons.pdf

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Chan 2008 - A (slightly) faster algorithm for Klee's measure problem.ps

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Chlebus 1998 - On the Klees measure problem in small dimensions.pdf

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Dyer Frieze 1988 - On the complexity of computing the volume of a polyhedron.pdf

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Dyer Frieze Kannan 1991 - A random polynomial-time algorithm for approximating the volume of convex bodies.pdf

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Emmerich 2005 - An EMO Algorithm Using the Hypervolume Measure as Selection Criterion.pdf

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Emmerich Deutz Beume 2007 - Gradient-Based Evolutionary Relay Hybrid for Computing Pareto Front Approximations Maximizing the S-Metric.pdf

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Everson Fieldsend Singh 2002 - Full elite sets for multi-objective optimisation.pdf

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Fleischer 2003 (extended) - The Measure of Pareto Optima.pdf

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385.0 KB

Fonseca 2006 - An Improved Dimension-Sweep Algorithm for the Hypervolume Indicator.pdf

338.8 KB

Fredman Weide 1978 - On the complexity of computing the measure of U[ai,bi].pdf

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Galtier Penna 2001 - Complexity links between matrix multiplication, Klee's measure and call access control for satellite constellations.pdf

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Karp Luby 1985 - Monte-Carlo algorithms for the planar multiterminal network reliability problem.pdf

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Khachiyan 1988 - On the complexity of calculating the volume of a Polyhedron (in Russian).pdf

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Khachiyan 1989 - The problem of calculating the volume of polyhedron is enumerably hard.pdf

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Knowles 2002 - Local-Search and Hybrid Evolutionary Algorithms for Pareto Optimization.pdf

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Luby, Velickovic, On deterministic approximation of DNF.pdf

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Naujoks Beume Emmerich 2005 - Multi-objective optimisation using S-metric selection - application to three-dimensional solution spaces.pdf

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Overmars Yap 1988 - New Upper Bounds in Klee's Measure Problem.pdf

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Saluja 1995 - Descriptive Complexity of #P Functions.pdf

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Simonovits 2003 - How to compute the volume in high dimension.pdf

460.0 KB

Valiant, The complexity of computing the permanent.pdf

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Valiant, The complexity of enumeration and reliability problems.pdf

1.4 MB

While 2006 - A faster algorithm for calculating hypervolume.pdf

657.7 KB

Yang Ding 2007 - Novel Algorithm to Calculate Hypervolume Indicator of Pareto Approximation Set.pdf

141.3 KB

Zhou 2007 - A Fast Algorithm for Computing the Contribution of a Point to the Hypervolume.pdf

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Zitzler 2002 - Performance Assessment of Multiobjective Optimizers - An Analysis and Review.pdf

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