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 March 11th, 2014, 05:34 PM #1 Newbie   Joined: Mar 2014 Posts: 8 Thanks: 0 Convergence test using taylor series Let L(s,thetaj)=P(s)+Q(s)e^(-theta1*s)+R(s)e^(-theta2*s) be an analytic function. And Let s* be any one of the roots of L(s,thetaj) y and let p be a positive number such taht the only root of L(s,thetaj) contained inside the contour |s-s*|=p is s*. How can I use the Taylor series in L(s, thetaj) and prove convergence | s - s * | = p ?

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