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Evaluate $\int_{0}^{\frac {\pi}{3}}x\log(2\sin\frac {x}{2})\,dx$

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Are there any functions which were proposed as elementary by mathematicians but not considered elementary now?

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List Question

Computing a limit involving Gammaharmonic series

Show that Polynomials Are Complete on the Real Line

Evaluate $\int_{0}^{\frac {\pi}{3}}x\log(2\sin\frac {x}{2})\,dx$

Integral ${\large\int}_0^1\left(-\frac{\operatorname{li} x}x\right)^adx$

Digamma equation identification

Solving a transcendental function using the Lambert function

Generating function for a binary sequence

What is the closed form of a certain sum

What is the residue of the reciprocal of Klein's $j$-invariant $1/j(\tau)$ at $e^{2\pi i /3}$

Fourier transform of squared exponential integral $\operatorname{Ei}^2(-|x|)$

how can I derive this identity involving the integral representation of Digamma function

The Value of One Function Determines the Value of Another

What is the closed form of certain sum in Mathematical Epidemiology?

Are there any functions which were proposed as elementary by mathematicians but not considered elementary now?

Image of $f$ in $f(x)=\lfloor x\rfloor$ out of bounds for intervals?

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