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v2004.06.19 - Convex Optimization

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BIBLIOGRAPHY 471[165] Nick Higham. Matrix Procrustes problems, 1995.http://www.ma.man.ac.uk/~higham/talksLecture notes.[166] James Gleik. Isaac Newton. Pantheon Books, 2003.[167] Peter H. Schönemann, Tim Dorcey, and K. Kienapple. Subadditive concatenationin dissimilarity judgements. Perception and Psychophysics,38:1–17, 1985.[168] Bernard Widrow and Samuel D. Stearns. Adaptive Signal Processing.Prentice-Hall, 1985.[169] Mike Brookes. Matrix reference manual: Matrix calculus, 2002.http://www.ee.ic.ac.uk/hp/staff/dmb/matrix/intro.html[170] Chi-Tsong Chen. Linear System Theory and Design. Oxford UniversityPress, 1999.[171] E. H. Moore. On the reciprocal of the general algebraic matrix. Bulletinof the American Mathematical Society, 26:394–395, 1920. Abstract.[172] T. N. E. Greville. Note on the generalized inverse of a matrix product.SIAM Review, 8:518–521, 1966.[173] Charles L. Lawson and Richard J. Hanson. Solving Least Squares Problems.SIAM, 1995.[174] Roger Penrose. A generalized inverse for matrices. In Proceedings ofthe Cambridge Philosophical Society, volume 51, pages 406–413, 1955.[175] Akimichi Takemura. On generalizations of Cochran’s theorem and projectionmatrices. Technical Report 44, Stanford University, Departmentof Statistics, August 1980.[176] George P. H. Styan. A review and some extensions of Takemura’sgeneralizations of Cochran’s theorem. Technical Report 56, StanfordUniversity, Department of Statistics, September 1982.[177] Howard Anton. Elementary Linear Algebra. Wiley, second edition,1977.

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