  Quantum Drinfeld orbifold algebras are the generalizations of Drinfeld
orbifold algebras, which are obtained by replacing polynomial rings by quantum
polynomial rings. Shepler and Witherspoon in their paper, give necessary and
sufficient conditions on a defining parameters to obtain Drinfeld orbifold
algebras. In this article we generalize their result. It also simultaneously
generalizes the result of Levandovskyy and Shepler about quantum Drinfeld Hecke
algebras.
