The window is described in frequency domain by the expression:
Cheb(m - 1, Beta * cos(\pi * k / m))
W(k) = ------------------------------------
Cheb(m - 1, Beta)
with
Beta = cosh(1 / (m - 1) * acosh(10^(at / 20))
and and \(Cheb(m, x)\) denoting the \(m\)-th order Chebyshev polynomial
calculated at the point \(x\).
Note that the denominator in W(k) above is not computed, and after the
inverse Fourier transform the window is scaled by making its maximum value
unitary.