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Suffix Trees

Suffix Trees. Construction and Applications. João Carreira 2008. Outline. Why Suffix Trees? Definition Ukkonen's Algorithm (construction) ‏ Applications. Why Suffix Trees?. Why Suffix Trees?. Asymptotically fast. Why Suffix Trees?. Asymptotically fast.

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929 views • 67 slides

Presented By Dr. Shazzad Hosain Asst. Prof. EECS, NSU

Linear Time Construction of Suffix Tree. Presented By Dr. Shazzad Hosain Asst. Prof. EECS, NSU. Suffix tree. S= xabxac = abxac = bxac = xac = ac = c. 1 2 3 4 5 6. S= xabxac. Suffix tree. S= xabxa = abxa = bxa = xa = a. 1 2 3 4 5.

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481 views • 32 slides

Presented By Dr. Shazzad Hosain Asst. Prof. EECS, NSU

Linear Time Construction of Suffix Tree. Presented By Dr. Shazzad Hosain Asst. Prof. EECS, NSU. High-level of Ukkonen’s Algorithm. Ukkonen’s algorithm is divided into m phases . In phase i +1, tree i +1 is constructed from i

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286 views • 18 slides

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