An integral inequality for convex-functions, with application to teletraffic congestion problems

An integral inequality for convex-functions, with application to teletraffic congestion problems

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Article ID: iaor20041782
Country: United States
Volume: 20
Issue: 3
Start Page Number: 526
End Page Number: 528
Publication Date: Aug 1995
Journal: Mathematics of Operations Research
Authors: ,
Abstract:

An integral inequality for convex functions is deduced from Jensen's inequality. This gives as a special case a commonly-used inequality in the analysis of call congestion in queueing theory which has previously been derived only by rather longer ad hoc procedures.

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