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- Randomized_rounding abstract "Within computer science and operations research,many combinatorial optimization problems are computationally intractable to solve exactly (to optimality).Many such problems do admit fast (polynomial time) approximation algorithms—that is, algorithms that are guaranteed to return an approximately optimal solution given any input.Randomized rounding(Raghavan & Tompson 1987)is a widely used approach for designing and analyzing such approximation algorithms. The basic idea is to use the probabilistic methodto convert an optimal solution of a relaxationof the problem into an approximately optimal solution to the original problem.".
- Randomized_rounding wikiPageID "26754386".
- Randomized_rounding wikiPageLength "24092".
- Randomized_rounding wikiPageOutDegree "49".
- Randomized_rounding wikiPageRevisionID "664145768".
- Randomized_rounding wikiPageWikiLink Algorithm.
- Randomized_rounding wikiPageWikiLink Analysis_of_algorithms.
- Randomized_rounding wikiPageWikiLink Approximation_algorithm.
- Randomized_rounding wikiPageWikiLink Approximation_algorithms.
- Randomized_rounding wikiPageWikiLink Association_for_Computing_Machinery.
- Randomized_rounding wikiPageWikiLink Category:Algorithms.
- Randomized_rounding wikiPageWikiLink Category:Probabilistic_arguments.
- Randomized_rounding wikiPageWikiLink Combinatorial_optimization.
- Randomized_rounding wikiPageWikiLink Combinatorica.
- Randomized_rounding wikiPageWikiLink Computational_complexity_theory.
- Randomized_rounding wikiPageWikiLink Computer_science.
- Randomized_rounding wikiPageWikiLink Derandomization.
- Randomized_rounding wikiPageWikiLink Expected_value.
- Randomized_rounding wikiPageWikiLink Graph_(mathematics).
- Randomized_rounding wikiPageWikiLink Independent_set_(graph_theory).
- Randomized_rounding wikiPageWikiLink Integer_linear_program.
- Randomized_rounding wikiPageWikiLink Intractability_(complexity).
- Randomized_rounding wikiPageWikiLink Journal_of_Computer_and_System_Sciences.
- Randomized_rounding wikiPageWikiLink Linear_programming.
- Randomized_rounding wikiPageWikiLink Linear_programming_relaxation.
- Randomized_rounding wikiPageWikiLink Markovs_inequality.
- Randomized_rounding wikiPageWikiLink Method_of_conditional_probabilities.
- Randomized_rounding wikiPageWikiLink Naive_union_bound.
- Randomized_rounding wikiPageWikiLink Operations_research.
- Randomized_rounding wikiPageWikiLink Pessimistic_estimator.
- Randomized_rounding wikiPageWikiLink Polynomial_time.
- Randomized_rounding wikiPageWikiLink Probabilistic_method.
- Randomized_rounding wikiPageWikiLink Randomized_algorithm.
- Randomized_rounding wikiPageWikiLink Semi-definite_programming.
- Randomized_rounding wikiPageWikiLink Semidefinite_programming.
- Randomized_rounding wikiPageWikiLink Set_Cover.
- Randomized_rounding wikiPageWikiLink Set_cover.
- Randomized_rounding wikiPageWikiLink Set_cover_problem.
- Randomized_rounding wikiPageWikiLink Time_complexity.
- Randomized_rounding wikiPageWikiLink Turxc3xa1ns_theorem.
- Randomized_rounding wikiPageWikiLinkText "Randomized rounding".
- Randomized_rounding wikiPageWikiLinkText "randomized rounding".
- Randomized_rounding hasPhotoCollection Randomized_rounding.
- Randomized_rounding wikiPageUsesTemplate Template:Citation.
- Randomized_rounding wikiPageUsesTemplate Template:Confusing.
- Randomized_rounding wikiPageUsesTemplate Template:Harv.
- Randomized_rounding wikiPageUsesTemplate Template:Reflist.
- Randomized_rounding subject Category:Algorithms.
- Randomized_rounding subject Category:Probabilistic_arguments.
- Randomized_rounding type Article.
- Randomized_rounding type Algorithm.
- Randomized_rounding type Argument.
- Randomized_rounding type Article.
- Randomized_rounding type Concept.
- Randomized_rounding comment "Within computer science and operations research,many combinatorial optimization problems are computationally intractable to solve exactly (to optimality).Many such problems do admit fast (polynomial time) approximation algorithms—that is, algorithms that are guaranteed to return an approximately optimal solution given any input.Randomized rounding(Raghavan & Tompson 1987)is a widely used approach for designing and analyzing such approximation algorithms.".
- Randomized_rounding label "Randomized rounding".
- Randomized_rounding sameAs m.0bm8pny.
- Randomized_rounding sameAs Q7292010.
- Randomized_rounding sameAs Q7292010.
- Randomized_rounding wasDerivedFrom Randomized_rounding?oldid=664145768.
- Randomized_rounding isPrimaryTopicOf Randomized_rounding.