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0
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0answers
27 views
Distribution function approximation: Poisson exponentiation
I want to find normal approximation of Poisson exponentiation distribution.
Okay, some introduction to problem:
Assume that $\xi_i \sim F_{\lambda_i}(x)$ - Poisson distribution' random variables ...
1
vote
0answers
75 views
Poisson exponentiation distribution family and convolution
Assume $\xi_i \sim \mathbb{F}_{\lambda_i}(x)$ are random variables from Poisson distribution.
Consider random variables $\eta_i \sim \tilde{F}_{\lambda_i,t}(x)$, where $\tilde{F}_{\lambda_i,t}(x) = ...
0
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1answer
120 views
“If $X$ is an exponential random variable with a mean of $m$, then $\text{Var}(X)=m^2$”-question
Been struggling to fill in the blanks... can anyone help?
2
votes
2answers
140 views
Creating an exponential or power law distribution of prizes for a competition
I want to create a function that will output the prize distributions for N players given the following parameters:
1) Minimum prize distribution value (prize distribution cannot be less than this ...
