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Please use this identifier to cite or link to this item: http://192.168.1.231:8080/dulieusoDIGITAL_123456789/5051
Title: On an extension of shapiro's cyclic inequality
Authors: Nguyen Minh Tuan
Le Quy Thuong
Issue Date: 2020
Publisher: Đại học Quốc gia Hà Nội
Abstract: In 1954, Harold Seymour Shapiro proposed the inequality for a cyclic sum innvariables as follows ...In this note, by studying1.2in the casen4, we show that it is true whenp≥q,and false whenp<q. Moreover, we give a sufficient condition ofp,qunder which1.2is true in the casen5. It is worth saying that ifp<q, then 1.2is false for every even n≥4. Two open questions are discussed at the end of this paper....
URI: http://192.168.1.231:8080/dulieusoDIGITAL_123456789/5051
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