Function to calculate the coefficients used in the stehfest inversion. These coefficients \(c_{i}\)are given by: $$c_{i}=(-1)^{i+n/2} \sum_{k=\left[ \frac{i+1}{2} \right]}^{\min{(i.n/2)}} \frac{k^{n/2}(2k)!}{\left(\frac{n}{2}-k\right)!k!(k-1)!(i-k)!(2k-i)!}$$
stehfest_coeffs(n)
| n | Number of coefficients |
|---|
Numeric vector with the coefficients
Other laplace functions: stehfest_inversion
coeffs8 <- stehfest_coeffs(8) coeffs20 <- stehfest_coeffs(20)