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PHYLOGENETIC SUPERTREE CONSTRUCTION USING TRIPLETS

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dc.contributor.author Amujuru, Saty Govindu
dc.date.accessioned 2014-12-01T05:22:20Z
dc.date.available 2014-12-01T05:22:20Z
dc.date.issued 2011
dc.identifier M.Tech en_US
dc.identifier.uri http://hdl.handle.net/123456789/12383
dc.guide Niyogi, Rajdeep
dc.description.abstract Phylogenetics deals with evolutionary relatedness between various species. Origin of species can be established by studying this relationship. The central task in phylogenetics is to infer this relationship among a given set of species. These relationships are usually represented by a phylogenetic tree with the species of interest at the leaves and where the internal vertices of the tree represent ancestral species. The amount of available molecular data is increasing exponentially and, given the continual advances in sequencing techniques and throughput, this explosive growth will likely to continue Biologists assemble large multi-gene data set from available vast amount of data for use in phylogenetic analyses which imposes distinct computational challenges. As this biological data is vast it is infeasible to construct a large tree for analysis. As a result, supertree methods have been the focus of much research. Supertree methods comprise one approach to reconstructing large phylogenies, given estimated trees for overlapping subsets of the entire set of taxa, using various algorithmic techniques. Several supertree methods have previously been developed. In this report implementation of Triplet Inference and Local Inconsistency (TILI) and Triplet Supertree Heuristic algorithms has been done. Comparative study is carried out on the basis of execution time and Accuracy measurement. The obtained results infer that Triplet Supertree Heuristic algorithm is faster and accurate than the TILI. en_US
dc.language.iso en en_US
dc.subject ELECTRONICS AND COMPUTER ENGINEERING en_US
dc.subject PHYLOGENETIC en_US
dc.subject SUPERTREE CONSTRUCTION en_US
dc.subject TRIPLETS en_US
dc.title PHYLOGENETIC SUPERTREE CONSTRUCTION USING TRIPLETS en_US
dc.type M.Tech Dessertation en_US
dc.accession.number G20937 en_US


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