Some properties for certain class of bi-univalent functions defined by q-Catas operator with bounded boundary rotation

Throughout the paper, we introduce a new subclass H-alpha,mu,rho,m,beta(n,q,lambda,l) f(z) by using the Bazilevic functions with the idea of bounded boundary rotation and q-analogue Catas operator. Also we find the estimate of the coefficients for functions in this class. Finally, in the concluding section, we have chosen to reiterate the well-demonstrated fact that any attempt to produce the rather straightforward (p, q)-variations of the results, which we have presented in this article, will be a rather trivial and inconsequential exercise, simply because the additional parameter p is obviously redundant.