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Assume c Rn and Q Rnn is symmetric and positive semidefinite but not positive definite. Show that the problem min x 1 2xTQx + cTx

Assume c Rn and Q Rnn is symmetric and positive semidefinite but not positive definite. Show that the problem min x 1 2xTQx + cTx is either bounded or has infinitely many optimal solutions

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