# Study Guides for All Professors

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## Math4420 Midterm

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G(x) = (bt + b)x and 2g(x) = bt + b. [you may consider an example rst, say b = (cid:20)1 2. 3 4(cid:21)]: consider the unconstrained minimization probl

View Document## Math4420Midterm2017

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In class portion: (a) given the linear function f (x) = bt x, where b rn, compute the gradient f , using the directional derivative calculation. Then p

View Document## Math4420 Final Exam

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Problem 1 (a) consider the problem of minimizing a general quadratic function subject to a linear constraint: min. 2 xt qx ct x subject to ax = b where

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