# Andrius Naruševičius

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 Aug21 asked Sum of sequence precision Jul1 comment $|2^x-3^y|=1$ has only three natural pairs as solutions Still looks more understandable to an average person :) Jun30 comment $|2^x-3^y|=1$ has only three natural pairs as solutions Wow this proof looks even better than the Levi's one :O Jun30 accepted $|2^x-3^y|=1$ has only three natural pairs as solutions Jun30 accepted P-value not shown when there are too many variables in a linear regression Jun30 accepted How do you check whether the process is a Poisson process? Jun30 asked $|2^x-3^y|=1$ has only three natural pairs as solutions Jun2 asked P-value not shown when there are too many variables in a linear regression May22 comment How do you check whether the process is a Poisson process? Sir, you're genious :O Just that easily... Amazing! May22 comment How to count the mean of the Poisson process Want a honest answer? I did not study. For several reasons, only one of them being I hate what I study :( I have this one last exam. After that (assuming I did not fail it), I would continue my job as a programmer which I enjoy. I just need to remove the stage of studies from my life and thus I needed help. Thanks :) May22 accepted With what a and b this IS a Wiener Process May22 asked With what a and b this IS a Wiener Process May22 comment How do you check whether the process is a Poisson process? I get $E[X^2_t]=\lambda^2+\lambda$ Does that mean that $X^2_t\approx po((\lambda^2+\lambda)t)$ and thus not equal to $po(\lambda t)$ and thus not a Poisson process? (unless $\lambda=0$) May22 comment How to count the mean of the Poisson process Appreciated :)) May22 accepted How to count the mean of the Poisson process May22 comment How to count the mean of the Poisson process You should post this as an answer :) May22 asked How to count the mean of the Poisson process May22 comment How do you check whether the process is a Poisson process? Are you asking me for a clearer task or are these the answers I should ask myself to help me solve the problem? May22 asked How do you check whether the process is a Poisson process? May1 awarded Supporter