📝 Abstract
In this note, we prove that if φ and β are any two convex functions and f is the Riemann-Stieltjes integrable on [a, b] such that β(b)-β(a)=1, then \n φ(∫_a^b fdβ)≤ ∫_a^b 〖φ(f)dβ〗
🏷️ Keywords
Convex functionsJensen\'s inequality
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Citation
Olanipekun Peter, Mogbademu Adesanmi.
(2024).
A note on generalization of classical Jensen\'s inequality.
Cithara Journal, 64(7).
ISSN: 0009-7527