New posts in Lambert W

How would you solve $\ln x = e^{\cos x}$ algebraically?

Confusion regarding usage of Lambert function

limit related to the Lambert function

Integral inequality $\int_{0}^{e}\operatorname{W(x)^{\pi}}>1$

Inverting a function: proof of $W(x) = \ln\frac{x}{\ln\frac{x}{\ddots}}$

How can I solve the given equation?

Seeking an explicit solution (using Lambert W?) for $\lambda$ in $2\lambda = \sinh(\lambda)+(1+2\beta)(\cosh(\lambda)-1)$

Closed form of $\sum_{n = 1}^{\infty} \frac{n^{n - k}}{e^{n} \cdot n!}$

Calculating the nth super-root when n is greater than 2?

Number of solutions of $e^x=x^3$