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What methods are suggested to solve problems of the form $\min || {A} x - b ||^k$$\min || {A} x - y ||_k$, subject to $x^T P x \leq c$, and/or $x^T Q x = d$?
What methods are suggested to solve problems of the form $\min || {A} x - b ||^k$, subject to $x^T P x \leq c$, and/or $x^T Q x = d$?
What methods are suggested to solve problems of the form $\min || {A} x - y ||_k$, subject to $x^T P x \leq c$, and/or $x^T Q x = d$?
