Some examples of Appell–Dunkl sequences are shown using determined operators. Specifically, Appell–Dunkl sequences whose generating functions are of the form $$E_{\alpha }(xt)/(1\pm t^m)$$
E
α
(
x
t
)
/
(
1
±
t
m
)
, where the function $$E_{\alpha }(xt)$$
E
α
(
x
t
)
is given in terms of Bessel functions. Particular cases of these examples are also generated by means of the inverse of the Dunkl operator.