CONDITIONAL INDEPENDENCE 1. Introduction
... A collection of random ï-variables is called mutually symmetric if each of them, X, is symmetrically distributed around 0 on each set S taken from the field Vx °f s e t s m t n e probability space defined by the other random variables, i.e. for each such X and S, \SX is symmetric around 0. A collect ...
... A collection of random ï-variables is called mutually symmetric if each of them, X, is symmetrically distributed around 0 on each set S taken from the field Vx °f s e t s m t n e probability space defined by the other random variables, i.e. for each such X and S, \SX is symmetric around 0. A collect ...
On the maximal number of facets of 0/1 polytopes
... lower estimate for the measure of the intersection of a symmetric polyhedron with the sphere, which might be useful in similar situations). In Section 4 we use the result of Section 3 to extend the range of N ’s for which Theorem 1.2 holds true. Theorem 1.1 easily follows. We work in Rn which is equ ...
... lower estimate for the measure of the intersection of a symmetric polyhedron with the sphere, which might be useful in similar situations). In Section 4 we use the result of Section 3 to extend the range of N ’s for which Theorem 1.2 holds true. Theorem 1.1 easily follows. We work in Rn which is equ ...
1 - Mathematic.in
... 13. There are 15 points in a plane, no 3 of them are in a straight line except 4 which are collinear. Find the number of (i) straight lines ...
... 13. There are 15 points in a plane, no 3 of them are in a straight line except 4 which are collinear. Find the number of (i) straight lines ...
