On the Jacobi formula for Bivariate Pade Approximants of Rectangular Type
In this paper a recursive algorithm is presented for evaluating multivariate Pad\'e approximants (of the rectangular type described in the work of Lutterodt) which is analogous to the Jacobi formula for univariate Pad\'e approximants. This algorithm is then applied to a (singular) Riccati differential equation to generate fast and accurate approximate solutions.