New posts in probability

An urn with 32 balls where $5\choose r$ are labelled with the number $r$ (for $r=0,1,2,3,4,5$).

probability probability-theory expected-value

How to answer mathematical questions in the proper way

calculus real-analysis linear-algebra probability matrices

Normal Random Variable

Proof of identity about generalized binomial sequences.

probability sequences-and-series summation markov-chains martingales

Show that $\min(X,Y)$ has geometric distribution

Conditional expectation $E(X\mid XY)$ when $(X,Y)$ is standard normal

probability normal-distribution expectation

Problem on waiting time until the $r$th success

probability probability-distributions solution-verification expected-value self-learning

distribution flip a coin 1000 times

probability statistics

Computing an expectation of a function of an rv $E(f(X))$

probability probability-distributions solution-verification expected-value self-learning

How to show that $dX_{t} = \sqrt{2c\lambda} dB_{t}-\lambda X_{t}dt$ has the following solution

probability stochastic-processes stochastic-calculus stochastic-integrals stochastic-analysis

Analysis of a calculation of expected number of collisions in hashing

probability probability-theory hash-function

One of inequalities in the proof of Martingale transforms convergence

probability probability-theory martingales

Brownian motion and Beta distribution

probability probability-theory probability-distributions brownian-motion

Past coin tosses affect the latest one if you know about them? [duplicate]

Derangements with repetitive numbers

probability card-games derangements

Maximum of Polynomials in the Unit Circle

probability complex-analysis approximation

Probability that a random pair of points are opposite corners of a square in an $n\times n$ integer lattice

probability combinatorics geometry integer-lattices

Confidence interval of a biased estimator that's asymptotiacally unbiased.

probability statistics probability-distributions concentration-of-measure

If $X \perp Y|Z$, does this mean that $X \perp Y|Z, W$? How about the other way around?

probability statistics independence

Answered: With what probability do $4$ points placed uniformly randomly in the unit square of $\mathbb{R}^2$ form a convex/concave quadrilateral?

probability uniform-distribution