Claude Brezinski, Michela Redivo-Zaglia
Published 2013-07-16, updated 2013-11-25Version 2
In this paper, we show how any Pad\'e approximant $[p/q]_f$ of a formal power series $f$ can be written under two different barycentric rational forms. These form depend on $p+q+1$ parameters which can be almost arbitrarily chosen.
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