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FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS

Year 2015, Issue: 6, 54 - 65, 01.07.2015

Erhan Set Serkan Karataş İlker Mumcu

Abstract

− Let f : I → R, where I ⊆ R is an interval, be a mapping differentiable in the interiorI◦of I, and let a, b ∈ I◦with a < b. If |f0(x)| ≤ M for all x ∈ [a, b], then the following inequalityholds:¯ ¯ ¯f (x) −¯ ¯ b − a Z b a f (t)dt¯≤ M (b − a)¯ ¯ ¯ ¯ " + ¡ x −a+b(b − a)2¢2# (1)

Keywords

− (α m)−convex function Ostrowski inequality Fuzzy Riemann integral

Year 2015, Issue: 6, 54 - 65, 01.07.2015

Erhan Set Serkan Karataş İlker Mumcu

Abstract

There are 0 citations in total.

Details

Other ID JA29JC27FJ
Journal Section Research Article
Authors

Erhan Set This is me

Serkan Karataş This is me

İlker Mumcu This is me

Publication Date July 1, 2015
Submission Date July 1, 2015
Published in Issue Year 2015 Issue: 6

Cite

APA Set, E., Karataş, S., & Mumcu, İ. (2015). FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS. Journal of New Theory(6), 54-65.
AMA Set E, Karataş S, Mumcu İ. FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS. JNT. July 2015;(6):54-65.
Chicago Set, Erhan, Serkan Karataş, and İlker Mumcu. “FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS”. Journal of New Theory, no. 6 (July 2015): 54-65.
EndNote Set E, Karataş S, Mumcu İ (July 1, 2015) FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS. Journal of New Theory 6 54–65.
IEEE E. Set, S. Karataş, and İ. Mumcu, “FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS”, JNT, no. 6, pp. 54–65, July 2015.
ISNAD Set, Erhan et al. “FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS”. Journal of New Theory 6 (July 2015), 54-65.
JAMA Set E, Karataş S, Mumcu İ. FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS. JNT. 2015;:54–65.
MLA Set, Erhan et al. “FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS”. Journal of New Theory, no. 6, 2015, pp. 54-65.
Vancouver Set E, Karataş S, Mumcu İ. FUZZY OSTROWSKI TYPE INEQUALITIES FOR (α,m)-CONVEX FUNCTIONS. JNT. 2015(6):54-65.


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