Searching for "Approximation Algorithms for Unique Games." – sorted by Relevance.
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Approximation algorithms for unique games
- Approximation Algorithms for Unique Games Luca Trevisan ∗ September 17, 2005 Abstract We present a
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How to play unique games using embeddings
- approximation algorithm for Unique Games. For a Unique Game with n vertices and k states (labels), if a (1 − ε
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Near-optimal algorithms for Unique Games
- than a random assignment. The first approximation algorithm for general unique games was given by Khot
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Approximate kernel clustering
- , when k = 3 we obtain a 27 approximation algorithm, and we show that assuming the Unique Games
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unknown title
- obtain a 16 ss27 approximation algorithm, and we show that assuming the Unique Games Conjecture (UGC
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Near-optimal algorithms for unique games (extended abstract
- . We present significantly improved approximation algorithms for unique games. For instances
- Cited by 6 (0 self) – Add To MetaCart
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unknown title
- . Then our algorithm achieves a π 2 approximation factor. Assuming the Unique Games Conjecture no polynomial
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Parallel repetition in projection games and a concentration bound
- (n) , we could use an approximation algorithm for Unique Games to get an algorithm for Max- Cut, just
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