I'm studying Neville's method for polynomial interpolation (https://en.wikipedia.org/wiki/Neville%27s_algorithm).
Is there currently any practical situation in which Neville's method is more appropriate than Newton's Divided Differences method for polynomial interpolation?
In other words, what justifies the practical use of Neville's method nowadays?
It seemed to me that Neville's method is a kind of special case of the Divided Differences method, for a single table of data.