7 lines
411 B
Plaintext
7 lines
411 B
Plaintext
Bessel functions of the first kind, denoted as Ja(x), are solutions of Bessel's
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differential equation that are finite at the origin (x = 0) for integer a, and
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diverge as x approaches zero for negative non-integer a. The solution type
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(e.g.,integer or non-integer) and normalization of Ja(x) are defined by its
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properties below. It is possible to define the function by its Taylor series
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expansion around x = 0.
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