The Journal of the Indian Mathematical Society

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On the Zeros of Bessel Functions


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1 A.M. College, Mymensingh, India
     

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Bourget assumed that Jn(x) and Jn+m(x) have no zeros in common except may be x=0 if n and m are positive integers including zero. But it seems possible to prove corresponding theorems for some of the associated Bessel Functions. This paper contains three theorems relating to the zeros of such functions.
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  • On the Zeros of Bessel Functions

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Authors

Durga Prasad Banerjee
A.M. College, Mymensingh, India

Abstract


Bourget assumed that Jn(x) and Jn+m(x) have no zeros in common except may be x=0 if n and m are positive integers including zero. But it seems possible to prove corresponding theorems for some of the associated Bessel Functions. This paper contains three theorems relating to the zeros of such functions.