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Modified Bessel function

The modified Bessel equation of order zero is

z^{2} y^{''} + z y^{'} - z^{2} y = 0.

Its solution regular at zero and normalized by

I_{0} (0) = 1

is the modified Bessel function

I_{0}

.

Table of contents 210 6
- Laplace integral method for a differential equation Modified Bessel function 185 5

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