“…When m = 1 the Jackson integral of symmetric Selberg type is equivalent to the q-Selberg integral defined by Askey [11] and proved by others, see [6,13,16,20] for instance. See also recent references [15,Section 2.3] and [18]. q-Selberg integral is a very active area of research with important connections to special functions, combinatorics, mathematical physics and orthogonal polynomials (see [1,23,24,25,32,35] and [17,Section 5]).…”