Weighted averages of lp sequences: New generalizations of Hardy's inequality [r-libre/2980]

Bouthat, Ludovick; Mashreghi, Javad, & Morneau-Guérin, Frédéric (Jun 2023). Weighted averages of lp sequences: New generalizations of Hardy's inequality. Paper (invited) presented at the Réunion d'été de la Société mathématique du Canada 2023, Ottawa.

File(s) available for this item:

PDF - Beamer_Hardy_inequality__CMS_Summer_meeting_2023_-2.pdf
Content : Slideshow

Download

Item Type:	Conference papers (unpublished)
Refereed:	Yes
Status:	Unpublished
Abstract:	The objective of this talk is to present three new Hardy-type inequalities in which the arithmetic mean over a sequence of nonnegative real numbers is replaced by some weighted arithmetic mean over some nested subsets of the given sequence of numbers. One of these inequalities stems from a calculation in a recent paper on semi-infinite matrices of Bouthat and Mashreghi.
Official URL:	https://www.summer23.cms.math.ca/fr
Depositor:	Morneau-Guérin, Frédéric
Owner / Manager:	Frédéric Morneau-Guérin
Deposited:	22 Jun 2023 20:15
Last Modified:	30 Mar 2025 14:13

Actions (login required)

RÉVISER