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In this paper, we obtain bi-univalent properties for certain class of Bazilevič functions defined by convolution and with bounded boundary rotation. We will find coefficient bounds for |a2| and |a3| for the class ℳα,λ,ρ,k,β(f∗h).$\mathcal {M}_{\alpha,\lambda,\rho,k,\beta }(f * h)\mathsf {.}$

Bi-univalent properties for certain class of Bazilevič functions defined by convolution and with bounded boundary rotation