A conjecture in geometric probability about the asymptotic normality of the r-content of the r-simplex, whose r + 1 vertices are independently uniformly distributed random points of which p are in the ...

As he was brushing his teeth on the morning of July 17, 2014, Thomas Royen, a little-known retired German statistician, suddenly lit upon the proof of a famous conjecture at the intersection of ...

This is a preview. Log in through your library . Abstract If X = (X1, ⋯, Xn) has uniform distribution on the sphere or ball in Rn with radius a, then the joint distribution of n1/2a-1 Xi, i = 1, ⋯, k, ...

As he was brushing his teeth on the morning of July 17, 2014, Thomas Royen, a little-known retired German statistician, suddenly lit upon the proof of a famous conjecture at the intersection of ...

Grigori Perelman electrified the mathematical world 3 years ago with his claim to have solved one of the most famous problems in mathematics (SN: 6/14/03, p. 378: If It Looks Like a Sphere…). The ...

The last several years have witnessed a significant intensification of the connections between probability (e.g., random walks and percolation) and ergodic theory, especially in treating questions ...

We are happy to announce two probability workshops: 1) The conference "Probability, Dynamics and the Geometry and Groups" to be held University of Münster from September 9-13, 2024. The last several ...