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The left- and right-sided fractional integrals of a function with respect to another function in are given by (2.63).
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For the function in, is a -valued continuous function on.
Every translation compact function in is locally asymptotic smallness.
(A2) For the function in, is a -valued continuous function on (A3) The space is complete.
(A2) For the function in, is a -valued continuous function on.
A function in is an -subsolution of (3.4) in if (3.6).
A function in is called -uniformly multivalent harmonic starlike function associated with a fixed multivalent harmonic function.
Any function in is constructed for each interval by taking a function in its primary class, for all and some.
A function in is said to be p-valently starlike of order in that is, if and only if (1.3).
If, then by Lemma 2.8, that is, all the functions in are equivalent to.
The class of p-valent convex functions in is denoted by.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com