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Course Info |
CSE 590C is a weekly seminar on Readings and Research in
Computational Biology, open to all graduate students in computational,
biological, and mathematical sciences.
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Schedule |
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Papers, etc. |
Note on Electronic Access to JournalsLinks to full papers below are often to journals that require a paid subscription. The UW Library is generally a paid subscriber, and you can freely access these articles if you do so from an on-campus computer. For off-campus access, follow the "[offcampus]" links below or look at the library "proxy server" instructions. You will be prompted for your UW net ID and password once per session.03/26: ---- Organizational Meeting ---- 04/02: Peptide retention time prediction yields
improved tandem mass spectrum identification for diverse
chromatography conditions -- Aaron Klammer 04/09: Prediction of tissue-specific cis-regulatory
modules using Bayesian networks and regression trees -- Xiaoyu Chen
04/16: Algorithms for combining rooted triplets into
a galled phylogenetic network -- Nguyen Nguyen
Abstract: This paper considers the problem of determining whether a given set T of rooted triplets can be merged without conflicts into a galled phylogenetic network and, if so, constructing such a network. When the input T is dense, we solve the problem in O(|T|) time, which is optimal since the size of the input is Theta(|T|). In comparison, the previously fastest algorithm for this problem runs in O(|T|2) time. We also develop an optimal O(|T|)-time algorithm for enumerating all simple phylogenetic networks leaf-labeled by L that are consistent with T, where L is the set of leaf labels in T, which is used by our main algorithm. Next, we prove that the problem becomes NP-hard if extended to nondense inputs, even for the special case of simple phylogenetic networks. We also show that for every positive integer n, there exists some set T of rooted triplets on n leaves such that any galled network can be consistent with at most 0.4883 * |T| of the rooted triplets in T. On the other hand, we provide a polynomial-time approximation algorithm that always outputs a galled network consistent with at least a factor of 5/12 (> 0.41) of the rooted triplets in T. 04/23: A computational pipeline for high throughput
discovery of cis-regulatory noncoding RNA in prokaryotes -- Zizhen Yao
Joint work with Jeffrey Barrick, Zasha Weinberg, Shane Neph, Ronald Breaker, Martin Tompa and Walter L. Ruzzo 04/30: T1DBase: integration and presentation of
complex data for type 1 diabetes research. -- Karen Friery, ISB
05/07: Estimation of recombination rate heterogeneity using full
likelihood method.
-- Chul Joo Kang, GS
Background readings:
05/14: Join us all day in room CSE 691, especially for the keynote at
3:30: 05/21: A computational method to improve gene expression -- Harlan Robins, FHCRC
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Other Seminars |
Past quarters of CSE 590C
COMBI & Genome Sciences Seminars Applied Math Department Mathematical Biology Journal Club Biostatistics Seminars Microbiology Department Seminars Zoology 525, Mathematical Biology Seminar Series |
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Resources |
Molecular Biology for Computer Scientists,
a primer by Lawrence Hunter (46 pages)
A Quick Introduction to Elements of Biology, a primer by Alvis Brazma et al. S-Star Bioinformatics Online Course Schedule, a collection of video primers A very comprehensive FAQ at bioinformatics.org, including annotated references to online tutorials and lectures. CSE 527: Computational Biology CSE 590TV: Computational Biology (Professional Masters Program) Genome 540/541: Introduction to Computational Molecular Biology: Genome and Protein Sequence Analysis
CSE's Computational Molecular Biology research group
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Computer Science & Engineering University of Washington Box 352350 Seattle, WA 98195-2350 (206) 543-1695 voice, (206) 543-2969 FAX |