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v2007.11.26 - Convex Optimization

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BIBLIOGRAPHY 713[76] Frank R. Deutsch and Peter H. Maserick. Applications of theHahn-Banach theorem in approximation theory. SIAM Review,9(3):516–530, July 1967.[77] Michel Marie Deza and Monique Laurent. Geometry of Cuts andMetrics. Springer-Verlag, 1997.[78] Carolyn Pillers Dobler. A matrix approach to finding a set of generatorsand finding the polar (dual) of a class of polyhedral cones. SIAMJournal on Matrix Analysis and Applications, 15(3):796–803, July1994. Erratum: p.182 herein.[79] Elizabeth D. Dolan, Robert Fourer, Jorge J. Moré, and Todd S.Munson. <strong>Optimization</strong> on the NEOS server. SIAM News, 35(6):4,8,9,August 2002.[80] Bruce Randall Donald. 3-D structure in chemistry and molecularbiology, 1998.http://www.cs.dartmouth.edu/∼brd/Teaching/Bio[81] David L. Donoho. Compressed sensing. IEEE Transactions onInformation Theory, 52(4):1289–1306, April 2006.www-stat.stanford.edu/∼donoho/Reports/2004/CompressedSensing091604.pdf[82] David L. Donoho, Michael Elad, and Vladimir Temlyakov. Stablerecovery of sparse overcomplete representations in the presence ofnoise, February 2004.www-stat.stanford.edu/∼donoho/Reports/2004/StableSparse-Donoho-etal.pdf[83] Miguel Nuno Ferreira Fialho dos Anjos. New <strong>Convex</strong> Relaxations forthe Maximum Cut and VLSI Layout Problems. PhD thesis, Universityof Waterloo, Ontario, Canada, Department of Combinatorics and<strong>Optimization</strong>, 2001.cheetah.vlsi.uwaterloo.ca/∼anjos/MFAnjosPhDThesis.pdf[84] Richard L. Dykstra. An algorithm for restricted least squaresregression. Journal of the American Statistical Association,78(384):837–842, 1983.

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