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seen Dec 5 '12 at 15:20

May
11
accepted Discriminant vs. generatve functions
May
11
accepted orthogonal eigenvectors
May
11
accepted orthogonal projection - simple exalanation needed
May
11
accepted Bayes theorem probability question
May
11
accepted geometric series for fractional n
May
10
comment geometric sum with probabilities
pi are pretty much random...
May
10
comment geometric series for fractional n
@Patrick OK, what you defined is the formula for annuity. it has a solution in the form A/r(1 - 1/(1+r)^n). Could I simply substitute fractional n now?
May
10
comment geometric series for fractional n
How to do that? That is precisely my question
May
10
asked geometric series for fractional n
May
10
asked geometric sum with probabilities
May
9
comment orthogonal eigenvectors
What do you mean by "setting up"? Is there some common technique to achive a singular matrix?
May
8
awarded  Commentator
May
8
comment orthogonal eigenvectors
Thank you very much for your answers. Could anyone state whether they are orthogonal in PCA case?
May
8
asked orthogonal eigenvectors
May
8
asked orthogonal projection - simple exalanation needed
May
8
asked generative vs discriminative machine learning
May
7
asked Bayes theorem probability question
May
6
accepted Proving the relationship $1 + r \leq \left(1 +\frac{r}{m}\right)^m$ for any $m \geq 1.$
May
6
asked Discriminant vs. generatve functions
May
6
asked Data Space vs parameter space