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v2010.10.26 - Convex Optimization

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PreludeThe constant demands of my department and university and theever increasing work needed to obtain funding have stolen much ofmy precious thinking time, and I sometimes yearn for the halcyondays of Bell Labs.−Steven Chu, Nobel laureate [81]<strong>Convex</strong> Analysis is the calculus of inequalities while <strong>Convex</strong> <strong>Optimization</strong> isits application. Analysis is inherently the domain of a mathematician while<strong>Optimization</strong> belongs to the engineer. Practitioners in the art of <strong>Convex</strong><strong>Optimization</strong> engage themselves with discovery of which hard problems,perhaps previously believed nonconvex, can be transformed into convexequivalents; because once convex form of a problem is found, then a globallyoptimal solution is close at hand − the hard work is finished: Finding convexexpression of a problem is itself, in a very real sense, the solution.2001 Jon Dattorro. co&edg version 2010.10.26. All rights reserved.citation: Dattorro, <strong>Convex</strong> <strong>Optimization</strong> & Euclidean Distance Geometry,Mεβoo Publishing USA, 2005, <strong>v2010.10.26</strong>.7

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