Why does Mathematica fails to find the minima of the two variable function with real coefficients. The function and my attempt is given below.
Input:
FindMinimum[
a (x - vh^2/2)^2 + b (y - vs^2/2)^2, {a, b, vh, vs} \[Element]
Real]
output:
FindMinimum::ivar`
Note that I want a minimum w.r.t to both x and y. Any suggestions, please.
How if the a,b -> \sqrt[a], \sqrt[b] ?
FindMinimum::ivar
error. The community expects: ✅: A clear description of an on-topic problem or goal. ✅: A minimal working Wolfram Language code example, formatted, easy to copy&paste. ❌. An example of what you expect as output. ❌. Some proof of minimal Mathematica knowledge. ❌. Minimum due diligence: Share how you have searched the site and documentation, your attempts and reasons to believe an answer exists. $\endgroup$Minimize[ a (x - vh^2/2)^2 + b (y - vs^2/2)^2 + c (x - vh^2/2) (y - vs^2/2), {x, y}]
$\endgroup$a*u^2+b*v^2+c*u*v
. $\endgroup$