New answers tagged mathematica-online
7
votes
Accepted
An integral using Mathematica or otherwise
Using:
$$\sum _{\alpha =0}^{-A} \binom{-A}{\alpha } (u v w x y)^{\alpha } (1-w)^{-A-\alpha }=(1-w+u v w x y)^{-A}$$
where: A=2 Then:
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5
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2
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Question about the behavior of a data point as a function of time
NonlinearModelFit (using exponential weights) gives an idea about longtimebehavior
Try
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1
vote
Question about the behavior of a data point as a function of time
Not sure if this quite gives what you want, but by trial and error I can get a pretty good analytic approximation in terms of oscillating exponentials using Prony's method. There are a handful of ...
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