Newbetuts

Poisson-Gamma mix conditional probability problem: Find the expected value of Λ for a policyholder having x accidents this year

Can anyone confirm expectations for the game of blackjack?

Find the correlation coefficient $\rho_g$ of $(G(x), H(y))$

Find the probability that at least two people out of $k$ people will have the same birthday

A point $(X, Y )$ is chosen randomly from the unit circle. Let $R = \sqrt{(X^2 +Y^2)}$. Find the joint density function of the random vector $(X, R)$

How to predict the likelihood of multiple future occurrences based on probability

Why do we need (the abstract concept of) random variables (in discrete probability models)?

What is the Probability that a Knight stays on chessboard after N hops?

Is getting a random integer even possible?

probability question ("birthday paradox")

fundamental counting principle, permutations, counting arrangements of events

How to Calculate $\operatorname{Var}(X)$?

Coupling for tail bounds

The proof of Suppose that $X_n$ converges in $L^2$ to $X$. Then the convergence also holds in all $L^p$ spaces for $1\le p<\infty$.

Question on independence of multivariate Gaussian under orthogonal projections onto subspaces

New posts in probability

Do Kolmogorov's axioms really need only disjointness rather than pairwise disjointness?

Random points on a circle

What is the intuition for using sigma algebras to define probability spaces?

Standard normal density function

Remodelling random points on a circle: Arc length between points distributed on circle is uniform?

Poisson-Gamma mix conditional probability problem: Find the expected value of Λ for a policyholder having x accidents this year

Can anyone confirm expectations for the game of blackjack?

Find the correlation coefficient $\rho_g$ of $(G(x), H(y))$

Find the probability that at least two people out of $k$ people will have the same birthday

A point $(X, Y )$ is chosen randomly from the unit circle. Let $R = \sqrt{(X^2 +Y^2)}$. Find the joint density function of the random vector $(X, R)$

How to predict the likelihood of multiple future occurrences based on probability

Why do we need (the abstract concept of) random variables (in discrete probability models)?

What is the Probability that a Knight stays on chessboard after N hops?

Is getting a random integer even possible?

probability question ("birthday paradox")

fundamental counting principle, permutations, counting arrangements of events

How to Calculate $\operatorname{Var}(X)$?

Coupling for tail bounds

The proof of Suppose that $X_n$ converges in $L^2$ to $X$. Then the convergence also holds in all $L^p$ spaces for $1\le p<\infty$.

Question on independence of multivariate Gaussian under orthogonal projections onto subspaces