SOME NEW TRAPEZOIDAL TYPE INEQUALITIES FOR STRONGLY GEOMETRIC-ARITHMETICALLY CONVEX FUNCTIONS

This paper considers some preliminary conclusions of Fejer's integral inequality relevant to strongly geometric arithmetic convex functions that is a type of the class of convex functions and also a mapping to produce a novel trapezoidal form. This mapping is used to derive new theorems and res...

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Vydané v:	TWMS journal of applied and engineering mathematics Ročník 14; číslo 2; s. 551
Hlavný autor:	Demirel, A.K
Médium:	Journal Article
Jazyk:	English
Vydavateľské údaje:	Turkic World Mathematical Society 01.04.2024
Predmet:	Convex functions Inequalities (Mathematics) Turkey
ISSN:	2146-1147
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Popis
Shrnutí:	This paper considers some preliminary conclusions of Fejer's integral inequality relevant to strongly geometric arithmetic convex functions that is a type of the class of convex functions and also a mapping to produce a novel trapezoidal form. This mapping is used to derive new theorems and results. By utilization these, some applications were given. Keywords: Trapezoidal type inequalities, strongly convex functions, GA-convex functions, integral inequalities.
ISSN:	2146-1147