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what is the integral of $(e^v)/(W(v)+1) dv$

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#integration #special-functions #lambert-w
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Function Similar to Lambert $W$ Function

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#asymptotics #special-functions #lambert-w
82
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How to solve $\left ( \frac{x}{3}\right )^{n} e^{- \left ( \frac{x}{3}\right )^{n} } = \text{const.}$?

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#exponential-function #special-functions #lambert-w
76
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Finding the maxima of a logarithm with the form: $x(a \ln(mx+c) + d)$

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#calculus #logarithms #maxima-minima #lambert-w
446
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Since $x^{x^x}$ is one to one on the interval $(0,\infty)$ solve for $x$ if $x^{x^x} = y$ and $y>0$

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#inverse-function #lambert-w
76
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Simple Expression - Lambert W function

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#probability #closed-form #lambert-w
1.8k
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Calculating the nth super-root when n is greater than 2?

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#numerical-methods #approximation #radicals #lambert-w #tetration
95
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Prove that the derivative of exponential is itself without using derivative

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#exponential-function #lambert-w
85
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Approximation for Lambert W containing exponential, to help simplify ODE

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#ordinary-differential-equations #approximation #applications #lambert-w
750
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Closed form of $\sum_{n = 1}^{\infty} \frac{n^{n - k}}{e^{n} \cdot n!}$

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#sequences-and-series #summation #power-series #lambert-w
1k
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Proof for integral representation of Lambert W function

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#complex-analysis #definite-integrals #lambert-w
813
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A ridiculously fast way to find fixed points of the logistic function?

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#numerical-methods #lambert-w #fixed-points
70
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Solving inequality with Lambert W

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#inequality #lambert-w
206
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Lambert Function Question

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#calculus #lambert-w
224
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Lambert W function inequality

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#inequality #lambert-w

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