Convergence of Bessel Functions

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Convergence of Bessel Functions

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Convergence of Bessel Functions

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Jul3-09, 10:28 AM	#1
TheIsingGuy TheIsingGuy is Offline: Posts: 14	Convergence of Bessel Functions What is the convergence of Modified Bessel Function of the first kind to order 0? $LaTeX Code: I<BR>_{0}=\\sum^{\\infty}_{k=0}\\frac{(Sin^{2}\\theta D^{2})^{k}}{(k!)^2}$ Where D is a constant, $LaTeX Code: \\theta$ is a variable in an integral in which the above $LaTeX Code: I_{0}$ is part of the integrand. Thanks

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