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How to solve a Non-algebraic equation?
While working with exponential growth and decay, I encountered a problem where I need to solve an equation involving logarithm. I could not separate or could not make it explicit.
$y=\frac{\ln((1+r)(1-...
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intersection between exponential and polylogarithmic functions
It's possible to solve this equation without using Lambert function or any numerical method, but only with ordinary algebra?
$n^{k}lg_2(n) \le k^n$ with $k,n>0, k \in \mathbb{R}$
For $k=\frac{4}{...
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