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 19h comment Solving an optimization problem with KKT-conditions Thank you, just what I needed :) Appreciate it 19h accepted Solving an optimization problem with KKT-conditions 21h awarded Popular Question 22h comment Solving an optimization problem with KKT-conditions Thank you for you help all. Appreciate it. How should I proceed then? Does this mean that I can't solve this or that my problem is simply wrongly defined? If yes, how should I restate it? :) 22h revised Solving an optimization problem with KKT-conditions added 250 characters in body 22h comment Solving an optimization problem with KKT-conditions Hi @mookid I was wondering that actually :) And this was also what confused me a bit (which is why I posted my question)...do I need to insert $x^2+y^2$ in place of $z$ in the constraint? 22h asked Solving an optimization problem with KKT-conditions Apr28 comment Interpretation of a weakly compact set of functions Thank you @Ian appreciate the help :-) Apr28 comment Interpretation of a weakly compact set of functions Thank you for your help @HerbertQuain that helped :) Apr28 revised Interpretation of a weakly compact set of functions added 57 characters in body Apr28 asked Interpretation of a weakly compact set of functions Apr19 awarded Socratic Apr16 comment Converting linear programming problems into standard form thank you for your help =) Apr16 accepted Converting linear programming problems into standard form Apr8 comment How to prove that $4^{2n}-1$ is divisible by $3$ or $5$ Thank you, appreciate it very much :) very nice :) Apr8 comment How to prove that $4^{2n}-1$ is divisible by $3$ or $5$ Thank you for your help! =) Apr8 comment How to prove that $4^{2n}-1$ is divisible by $3$ or $5$ Thank you @BillDubuque Apr8 accepted How to prove that $4^{2n}-1$ is divisible by $3$ or $5$ Apr8 comment How to prove that $4^{2n}-1$ is divisible by $3$ or $5$ got it =) thank you Apr8 comment How to prove that $4^{2n}-1$ is divisible by $3$ or $5$ no =) thnx I'll look into that