M. S. Macphail

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Common Coauthors
Coauthor Papers Together
G. G. Lorentz 3
Albert Wilansky 1
Cihan Orhan 1
E. C. Titchmarsh 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ Théorie des opérations linéaires 1932 Stefan Banach
3
+ Distinguished subsets and summability invariants 1964 Albert Wilansky
3
+ Summability: the inset, replaceable matrices, the basis in summability space 1952 Albert Wilansky
2
+ On Generalzed <i>K</i> -Transformations in Banach Spaces 1951 H. Melvin-Melvin
2
+ �ber einige limitierungstheoretische Invarianten 1976 Wolfgang Beekmann
2
+ On Functional Transformations and Summability 1950 Andrew Robinson
2
+ PDF Chat Linear Functionals and Summability Invariants 1974 M. S. Macphail
Albert Wilansky
2
+ PDF Chat Distinguished subsets and summability invariants 1971 Grahame Bennett
2
+ PDF Chat A contribution to the theory of divergent sequences 1948 G. G. Lorentz
1
+ Summability invariants 1977 M. S. Macphail
1
+ Theory and Application of Infinite Series 1972 Konrad Knopp
1
+ PDF Chat Über Folgen linearer Operationen 1922 Hans Hahn
1
+ PDF Chat A necessary and sufficient condition that a summability method be stronger than convergence 1949 Albert Wilansky
1
+ Absolute Regularity and the Norlund Mean 1937 Florence M. Mears
1
+ PDF Chat Direct Theorems on Methods of Summability 1949 G. G. Lorentz
1
+ PDF Chat Direct Theorems on Methods of Summability II 1951 G. G. Lorentz
1
+ PDF Chat The Associative Part of a Convergence Domain is Invariant 1970 John J. Sember
1
+ ConullFK spaces belonging to the classO 1970 Shao-Chien Chang
1
+ PDF Chat Inverses of matrices and matrix-transformations 1955 Albert Wilansky
Karl Zeller
1
+ Théorie des opérations linéaires 1933 Hans Hahn
1
+ PDF Chat Über unbedingte Konvergenz in Funktionenraümen (II) 1933 W. Orlicz
1
+ PDF Chat An application of Banach linear functionals to summability 1949 Albert Wilansky
1
+ PDF Chat Convergence fields or row-finite and row-infinite reversible matrices 1952 Albert Wilansky
1