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Re: zeros of bessel functions
From: |
john |
Subject: |
Re: zeros of bessel functions |
Date: |
Sat, 16 Jul 2011 13:01:26 -0700 (PDT) |
Hi
thank you for the answer.I have octave3.2.4
I'm a beginner so I have some difficulties.
I see it works perfect.I have to write the same of you in your reply(in
blue)
[1] >> bessj0=@(x)besselj(0,x);
[2] >> for n=1:5
> z(n) = fzero(bessj0,[(n-1) n]*pi);
> end
[3] >> z
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