Nice to find this forum!

Could someone help here?

I've this function:

$\displaystyle

f(u,v) = e^{[\ln(v)^{-1/\beta}\ln(u)^{-1/\beta}]^{-\beta}}

$

that I need to simplify in a polynomial form with neither

exp nor log but with all the exponents in evidence.

Really like:

$\displaystyle

f(u,v) = [polynom(v)^{-1/\beta}\ ...\ polynom(u)^{-1/\beta}]^{-\beta}

$

Is that possible? Any suggestion?

Thanks!