- #1
Char. Limit
Gold Member
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Again, in my quest to learn things I won't use in a class for at least a year, I've been looking at convolutions. Specifically, after finishing the multiple choice section of an AP Chemistry test 50 minutes early, I looked at the convolution of a polynomial with itself. I'm confused about one thing, though.
Here's what I have:
[tex]t^m \star t^m = t^{2m+1} \sum_{n=1}^{m+1} \frac{\binom{m}{n}}{n+m}[/tex]
However, I don't like that sum in the solution, I don't think I computed it right, and I want it gone. Is there any way to do that?
Here's what I have:
[tex]t^m \star t^m = t^{2m+1} \sum_{n=1}^{m+1} \frac{\binom{m}{n}}{n+m}[/tex]
However, I don't like that sum in the solution, I don't think I computed it right, and I want it gone. Is there any way to do that?