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- Algorithmic_Lovász_local_lemma abstract "In theoretical computer science, the algorithmic Lovász local lemma gives an algorithmic way of constructing objects that obey a system of constraints with limited dependence.Given a finite set of bad events {A1, ..., An} in a probability space with limited dependence amongst the Ais and with specific bounds on their respective probabilities, the Lovász local lemma proves that with non-zero probability all of these events can be avoided. However, the lemma is non-constructive in that it does not provide any insight on how to avoid the bad events.If the events {A1, ..., An} are determined by a finite collection of mutually independent random variables, a simple Las Vegas algorithm with expected polynomial runtime proposed by Robin Moser and Gábor Tardos can compute an assignment to the random variables such that all events are avoided.".
- Algorithmic_Lovász_local_lemma wikiPageID "22474664".
- Algorithmic_Lovász_local_lemma wikiPageRevisionID "605796735".
- Algorithmic_Lovász_local_lemma subject Category:Combinatorics.
- Algorithmic_Lovász_local_lemma subject Category:Lemmas.
- Algorithmic_Lovász_local_lemma subject Category:Probability_theorems.
- Algorithmic_Lovász_local_lemma comment "In theoretical computer science, the algorithmic Lovász local lemma gives an algorithmic way of constructing objects that obey a system of constraints with limited dependence.Given a finite set of bad events {A1, ..., An} in a probability space with limited dependence amongst the Ais and with specific bounds on their respective probabilities, the Lovász local lemma proves that with non-zero probability all of these events can be avoided.".
- Algorithmic_Lovász_local_lemma label "Algorithmic Lovász local lemma".
- Algorithmic_Lovász_local_lemma sameAs Algorithmic_Lov%C3%A1sz_local_lemma.
- Algorithmic_Lovász_local_lemma sameAs Q4724359.
- Algorithmic_Lovász_local_lemma sameAs Q4724359.
- Algorithmic_Lovász_local_lemma wasDerivedFrom Algorithmic_Lovász_local_lemma?oldid=605796735.