User:Faridani/Sandbox

Marked Point Processes

 * A set A of a space X is a collection of elements or points of X. When x is an element of the set A,
 * From the mathematical point of view, the paradigm distribution function for lifetimes is the exponential function, which has a constant hazard independent of age: for x > 0,
 * For our present purposes, we shall understand by a point process some method of randomly allocating points to intervals of the real line or (occasionally)to rectangles or hyper-rectangles in a d-dimensional Euclidean space $$\mathbb{R}^d$$.
 * the distributions are stationary: they depend only on the lengths $$b_i−a_i$$ of the intervals.

Added to Poisson process:

Useful Mathematical Signs (just copy and past) ≥ ≤