In this work, we derive a sufficient condition for analytic function to be in the class SS ∗.
The main object of this investigation is to give some sufficient conditions for analytic functions, by the method of p-subordination chains, to be the p th power of a univalent function in the open unit disk U. Also, the significant relationships and relevance to other results are also given.
Moreover, we illustrate sufficient conditions for subordination and superordination for analytic functions.
We may refer to [5 7] for more sufficient conditions on analytic functions to be convex in one direction.
And prompts for analytic writing will now be very specific.
What Descartes and Fermat did for analytic geometry, Frege and Russell did for analytic philosophy.
for analytic functions satisfying the condition (2.19).
Index for analytic themes and discursive features.
However, data quality assessment and triangulation, like other aspects of mortality measurement, require sufficient competent analytic capacity.
The time sufficient for a greeting.
