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visits member for 2 years, 1 month
seen Jul 2 at 16:49

New to a lot of stats software but love learning all about them. Aiming to learn down the road Python.


Jul
2
awarded  Curious
Sep
6
revised What does a partition function tells you?
added 83 characters in body
Sep
6
asked What does a partition function tells you?
Jun
22
revised Methodology to Solve a Riccati Equation
edited body
Jun
18
revised Methodology to Solve a Riccati Equation
added 103 characters in body
Jun
18
asked Methodology to Solve a Riccati Equation
Apr
6
comment Spectral density function in stationary process
ok thanks for the help
Apr
6
accepted Spectral density function in stationary process
Apr
6
comment Spectral density function in stationary process
Yes your right, this is basically the point of this question is to prove both $c_j$ and $\gamma_j$ are finite but in my answer sheet I wish to understand why we must go through the spectral density. Thanks
Apr
6
asked Spectral density function in stationary process
Mar
31
comment Questions on Strong mixing coefficients that satisfy $\alpha(m) = O(m^{-a-\epsilon})$
@DavideGiraudo yes these tags are more appropriate. thanks
Mar
31
comment Questions on Strong mixing coefficients that satisfy $\alpha(m) = O(m^{-a-\epsilon})$
great! thanks! that's clear! I always have some kind of struggle with $Op(1)$ $op(1)$ and all that
Mar
31
accepted Questions on Strong mixing coefficients that satisfy $\alpha(m) = O(m^{-a-\epsilon})$
Mar
31
asked Questions on Strong mixing coefficients that satisfy $\alpha(m) = O(m^{-a-\epsilon})$
Feb
2
comment Question on Bayesian Learning and Probability Theory
That's what I was expecting for the k+1.. because of the 0 possibility. In probability theory, can we say that's because of $\mu(\emptyset)=0$ ? My question ask to show that it is a martingale... at first I also thought of the same...because of the learning process....
Feb
2
asked Question on Bayesian Learning and Probability Theory
Jan
13
comment Positive Definite Matrix Question
thanks a lot. I never noticed that $eig(I-M)=eig(I)-eig(M)$
Jan
13
accepted Positive Definite Matrix Question
Jan
13
asked Positive Definite Matrix Question
Nov
10
comment Distribution convergence proof for strictly monotone map
thanks for the suggestion!