statistical plannincj and inference On the q-differences of the generalized q-factorials

@inproceedings{Charalambides2002statisticalPA,
  title={statistical plannincj and inference On the q-differences of the generalized q-factorials},
  author={Ch A Charalambides},
  year={2002}
}
The q-differences of the generalized q-factorial of t of order n and increment h, at t = O, are examined. These q-numbers are the coefficients of the expansion of the generalized q-factorial of t of order n and increment h into q-factorials of t with unit increment. A combinatorial interpretation of these coefficients as q-rook numbers of a constant jump Ferrers board is provided. Further, explicit expressions, recurrence relations, limiting expressions, orthogonalfi y relation and other… CONTINUE READING