98 reputation
8
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location Hamilton,On. Canada
age 29
visits member for 2 years, 10 months
seen Jun 24 '13 at 14:35
I am a huge fan of Probability, and a PhD student of probability.

Jul
25
awarded  Popular Question
Jul
1
awarded  Tumbleweed
Jun
19
awarded  Popular Question
Jan
28
comment Convergence of Dirichlet Forms
yes, That is what I mean.
Jan
27
comment Convergence of Dirichlet Forms
The sequence of Dirichlet forms depend on a parameter, So the convergence of the associated diffusion processes are about this parameter not time $t\rightarrow\infty$.
Jan
27
asked Convergence of Dirichlet Forms
Oct
15
awarded  Commentator
Oct
15
comment Eigenvalues of infinite matrices
em interesting! Thanks a lot!
Oct
15
comment Eigenvalues of infinite matrices
Excellent example! This is indeed what I am worried about. Thanks a lot!
Oct
15
accepted Eigenvalues of infinite matrices
Oct
14
comment Eigenvalues of infinite matrices
Thank you so much! So we truncate the infinite matrix and find the eigenvalues, then we take limits. If the limits exist, then we regard the limit as the eigenvalue of infinite matrices. Do you think it is a legitimate treatment of eigenvalues of infinite matrices? Please do not advise me to read the general theory of linear operator in Hilbert space, seriously I know those stuff. But I just don't know how should we deal with infinite matrices. Do you think infinite sparse matrices are easier to deal with? Thank you so much!
Oct
14
comment Eigenvalues of infinite matrices
Thanks a lot! Benjamin, I am really like the references! It is very helpful!
Oct
14
comment Eigenvalues of infinite matrices
I am talking about the infinite matrix in Hilbert space.
Oct
13
asked Eigenvalues of infinite matrices
Apr
5
accepted Convergence of stochastic process
Apr
5
comment Convergence of stochastic process
I have the similar idea, but i just don't know how to verify it. Thank you so much for your answer!
Apr
5
asked Convergence of stochastic process
Oct
16
comment Eigenvalue Density of Some Random Matrices?
Thanks for your comments. Yes, you are right. Probably it is not a universal case!
Oct
16
accepted Eigenvalue Density of Some Random Matrices?
Oct
14
awarded  Scholar