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Aug
23
reviewed Leave Closed A question about an unusual ODE
Aug
23
reviewed Close $G$ of finite order $2p$ ($p$ is prime). Prove that $G$ abelian.
Aug
23
reviewed Close transitive action on finite abelian subgroups
Aug
23
reviewed Close XOR N and N+1 to get M
Aug
23
reviewed Close How to call a procedure within dsolve in Maple
Aug
23
reviewed Close How to define ordered pairs
Aug
23
reviewed Close Sum of $\sum_{k=1}^n\sin{k\theta}$
Aug
23
reviewed Close What will be the 100th term of the series:
Aug
23
reviewed Close Find the equation of the tangent to the parabola $ 4x^2=y$ which is parallel to the line $4x+y-3=0$
Aug
23
reviewed Close How to compute the log likelihood of a Poisson Hidden Markov Model once I know all the parameters
Aug
23
reviewed Close Direction of polyline curvature
Aug
23
reviewed Close formula to find the lowest whole number divisible by two other numbers?
Aug
23
reviewed Close Relation between Borel sigma algebra on $\mathbb{R} $ and Borel sigma algebra on (n,n+1]
Aug
23
reviewed Close Is statement “Bitwise Xor of y and y+1=z and y>z” true?
Aug
23
reviewed Close The density of polynomials in the space of continuous functions on the unit ball of $\ell^p$
Aug
23
comment Examine the uniform convergence of the series $\sum^{\infty}_{n=1}\frac{1}{\sqrt{x+n}}$ if $x \in [0, \infty]$
$$\sum^{\infty}_{n=1}\frac{1}{\sqrt{x+n}}\geqslant\sum^{\infty}_{n=1}\int_{x+n}^‌​{x+n+1}\frac{1}{\sqrt{t}}dt=\int_{x+1}^\infty\frac{1}{\sqrt{t}}dt=+\infty$$
Aug
23
comment Show that the likelihood ratio converges to $0$ a.s.
Because the exercise is arch classical, perhaps?
Aug
23
comment Zero conditional entropy
Better idea: you write down a solution and post it as an answer here. After a while, you might even "accept" it (cool, eh?).
Aug
23
comment Show that the likelihood ratio converges to $0$ a.s.
?? Naturally the almost sure convergence to zero occurs with respect to one of the probability measures $P_0$ or $P_1$ but not with respect to the other.
Aug
23
reviewed Close Solve this inequality equation with fraction?