[1] W. A. Al-salam:
Operational representation for the Laguerre and Hermite polynomials. Duke Math. Journal 31 (1964), 127–142.
MR 0159053
[3] W. Hahn:
Beitrage zur Theorie der Heineschen Reihen, Die 24 Integrale der hypergeometrischen $q$-Differenzengleichung, Das $q$-Analogen der Laplace Transformation. Math. Nachr. 2 (1949), 340–379.
DOI 10.1002/mana.19490020604 |
MR 0035344
[4] M. A. Khan:
Certain fractional $q$-integrals and $q$-derivatives. Nanta Mathematica 7 (1974), no. 1, 52–60.
MR 0369630 |
Zbl 0289.33009
[6] M. A. Khan:
$q$-Analogue of certain operational formulae. Houston J. Math. 13 (1987), no. 1, pp. 75–82.
MR 0884235
[7] M. A. Khan:
On a calculus for the $T_{k,q,x}$-operator. Mathematica Balkanica, New series 6 (1992), fasc. 1, pp. 83–90.
MR 1170732
[8] M. A. Khan:
On some operational representations of $q$-polynomials. Czechoslovak Mathematical Journal 45 (1995), 457–464.
MR 1344511 |
Zbl 0836.33009
[9] M. A. Khan, A. H. Khan:
On some characterizations of $q$-Bessel polynomials. Acta Math. Viet. 15 (1990), no. 1, pp. 55–59.
MR 1087787
[10] H. B. Mittal:
Some generating functions. Univ. Lisbova Revista Fae. Ci A(2). Mat. 13 (1970), 43–51.
MR 0308486 |
Zbl 0229.33015
[13] H. M. Srivastava, H. L. Manocha:
A Treatise on Generating Functions. John Wiley and Sons (Halsted Press), New York, Ellis Horwood, Chichester, 1985.
MR 0750112