an:05901075
Zbl 1218.60040
Kordecki, Wojciech; ??yczkowska-Han??kowiak, Anna
\(q\)-analogs of order statistics
EN
Probab. Math. Stat. 30, No. 2, 207-214 (2010).
00280060
2010
j
60G70 51E20
order statistics; limit theorems; \(q \)-analog; finite projective geometry
Summary: We introduce the notion of the \(q \)-analog of the \(k \)-th order statistics. We give a distribution and asymptotic distributions of \(q \)-analogs of the \(k \)-th order statistics and the intermediate order statistics with \(r \rightarrow \infty \) and \(r- k \rightarrow \infty \) in the projective geometry \(PG (r - 1,q) \).