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1d
accepted Joint distribution of arrival times in Poisson process
2d
comment Joint distribution of arrival times in Poisson process
Thanks Did. I guess it would be $f_{S_A}(t_1)\times f_{S_B}(t_2-t_1)$, with the $S_A$ being Erlang. Correct?
2d
awarded  Constituent
Dec
18
asked Joint distribution of arrival times in Poisson process
Dec
10
awarded  Caucus
Nov
25
awarded  Notable Question
Nov
20
asked Evaluation a function of degree of vertices in a graph
Nov
3
accepted Optimisation over matrix entries
Oct
20
asked Optimisation over matrix entries
Sep
30
awarded  Explainer
Sep
16
revised For exponential random variables $X_i$, how to find $P(t-X_1<X_2\mid t-X_1<X_3)$?
added 4 characters in body
Sep
16
asked For exponential random variables $X_i$, how to find $P(t-X_1<X_2\mid t-X_1<X_3)$?
Sep
16
revised Is there a closed form solution for this differential equation?
minor changes.
Sep
16
comment How to solve integrals of the form $\int u^{-\alpha} e^{-\beta u} du$?
Let us continue this discussion in chat.
Sep
16
suggested approved edit on Is there a closed form solution for this differential equation?
Sep
15
comment Is there a closed form solution for this differential equation?
@MhenniBenghorbal: Thanks for the comment. Could you give me some guideline as to how to go about approximating ODEs?
Sep
15
comment Is there a closed form solution for this differential equation?
The main confusion being exp integral is defined as a definite intgeral and we have indefinite integrals in our equations.
Sep
15
comment Is there a closed form solution for this differential equation?
Thanks @Chinny. There is a typo which gets repeated - $k_2t$ in place of $k_3 t$ in the exponent. Also I do not understand how you used the def. of exp. integral. Could you pl. correct and elaborate? Thanks :)
Sep
15
comment How to solve integrals of the form $\int u^{-\alpha} e^{-\beta u} du$?
Hi @ClaudeLeibovici: My main ques. is how we can move from an indefinite integral to a definite integral, as is the case in the definition for $E_\alpha$.
Sep
15
revised How to solve integrals of the form $\int u^{-\alpha} e^{-\beta u} du$?
edited title