uniformly distributed sequence

A sequence of real numbers {x_n} is equidistributed on an interval [a, b] if the probability of finding x_n in any subinterval is proportional to the subinterval length. The points of an equidistributed sequence form a dense set on the interval [a, b]. However, dense sets need not necessarily be equidistributed.

dense | Kronecker-Weyl theorem | normal number | Pisot number | power fractional Parts | uniform distribution | van der Corput's theorem | Weyl's criterion