By Kanika Sharma and others

The conditions on *A*, *B*, *\beta* and *\gamma* are obtained for an analytic function *p* defined on the open unit disc *\mathbb{D}* and normalized by *p(0)=1* to be subordinate to *(1+Az)/(1+Bz)*, *-1\leq B<A \leq 1* when *p(z)+ zp'(z)/(\beta p(z)+\gamma)* is subordinate to *e^{z}*. The conditions on these parameters are derived... Show more

January 15, 2021

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