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| Name: |
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Lenore Cowen |
| Title: |
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Associate Professor
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| Departmental Affiliation: |
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Computer Science Department
Mathematics Department
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| Degrees: |
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Ph.D. MIT; B.S. B.A, Yale |
| Expertise: |
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Algorithms, Discrete Mathematics, Interface Between Computer Science and Statistics, Computational Biology.
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| Major Awards: |
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Felllow, Radcliffe Institute for Advanced Study, ONR Young Investigator Award, Robert S. Pond Teaching Award, Johns Hopkins U., NSF Postdoctoral Fellow |
| E-mail: |
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cowen@cs.tufts.edu
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| Other websites: |
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http://www.eecs.tufts.edu/~cowen
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| Scholarship & Research: |
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L. Cowen, W. Goddard and E. Jesurum, "Defective Coloring Revisited, Journal of Graph Theory, 24(3), 1997: 205-219.
B. Awerbuch, B. Berger, L. Cowen and D. Peleg, Near Linear Cost Construction of Neighborhood Covers and their Applications, SIAM Journal of Computing 28(1), 2000: 263-277.
L. Cowen, Compact Routing with Minimum Stretch, Journal of Algorithms,38(1), 2001: 170-183. (Special Issue: Best Papers in SODA 199).
P. Bradley, L. Cowen, M. Menke, J. King and B. Berger,
BETAWRAP: Successful prediction of parallel beta-helices
from primary sequence reveals an association with many microbial pathogens, Proceedings of the National Academy of Sciences, 98(26), 2001: 14819-14824.
L. Cowen, P. Bradley, M. Menke, J. King and B. Berger, Predicting the Beta-Helix Fold From Protein Sequence Data, Journal of Computational Biology, 9(2), 2002: 261-276.
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