A Generalization of Strong Rieszian Summability

L. I. Holder
1974 Proceedings of the American Mathematical Society  
Strong summability, [a, ß;p] , for the Bosanquet-Linfoot (a, ß) summability method is defined so that [a, 0;/>] is identical to strong Rieszian summability, [R; tx or a'=a, ß'>ß; and t^q'-p. Also, a necessary condition for [a, ß;p] summability and relationships between strong and absolute (a, ß) summability are given.
doi:10.2307/2039524 fatcat:wswi343uxrdzzmdaajitwzipmu