Well, sum of 1/m! is e--does that answer your question?
Generally, I guess you have to decide how much error you're comfortable
with; then using an error approximation formula, you can back out the M at
which you can stop the sum. Then you can write a for loop that ends at M.
Hope that helps.
O
Hello everybody,
I am trying to compute the following double summation and am encountering
problems; I wonder if you can help? Basically I have a matrix B of data
points (data frame?) and want to create a matrix g such that its (i,t) entry
is defined as follows:
g(i,t) = sum_{s = 1}^T
Hi,
I'm bit confused about ecdf (read the help files but still not sure about
this). I have an analytical expression for the pdf, but want to get the
empirical cdf. How do I use this analytical expression with ecdf?
If this helps make it concrete, the pdf is:
f(u) = \sum_{t = 1}^T 1/n_t \sum_{i
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