Pade approximant explicit

Explicit Pade Approximant A Closed, General Expression 206... 

EXPLICIT PADE APPROXIMANT A CLOSED, GENERAL EXPRESSION... 

The numerator Pu(x) follows from the truncation of Eq. (5) at power xM. By this procedure, the Pade approximation problem is solved explicitly in the nondegenerate case (Baker and Graves-Morris, 1981). 

We can improve the Pade-Borel summation by explicitly incorporating a square root in the approximant for the integrand [9,10]. We determined in the last Section that the large-order behavior of F 8) for Hj was determined by a singularity of the form a(l-f This... 

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