Finding the maximum area of isosceles triangle

Complexity of polynomial inequalities Answer

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Complexity of polynomial inequalities

What is understood in regards to the complexity of deciding whether or not a finite clique of polynomial inequalities in $n$ actual variables with integer coefficients is satisfiable? Decidability is assured by Tarski’s theorem
(behold the solutions to this associated query), however his proof is nonconstructive and provides no complexity certain.

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