Abstract
This paper continues the investigation of uniformly starlike functions UST and a class of starlike functions S p, with zff′(z)/f(z) ranging over a parabolic region. We give an example to show that Sp is not included in UST. This answers a question raised in a previous paper. Further, we give some radius properties in connection with these classes, and finally we investigate uniform starlikeness in relation to the property starlikeness with respect to symmetrical points.
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