Duke Mathematical Journal

Published by Duke University Press since its inception in 1935, the Duke Mathematical Journal is one of the world's leading mathematical journals. Without specializing in a small number of subject areas, it emphasizes the most active and influential areas of current mathematics.


Volume 37, Number 1

Publication Date: March 1970

Some results on pseudo valuations

James A. Huckaba; 1-9

Completion regularity of (weakly) Borel measures

Norman Y. Luther; 11-19

On maps which preserve almost periodic functions

Melvin C. Tews; 21-28

Uniqueness classes for periodic-type functionals

Richard F. DeMar; 29-40

Convergence radius of regularly monotonic functions

W. W. Armstrong; 41-48

An extension theorem for positive-definite functions

Walter Rudin; 49-53

Generalized bilinear forms in a finite field

A. Duane Porter; 55-60

Extreme properties of products of quadratic forms

A. R. Amir-Moéz and G. E. Johnston; 61-65

A condition for peak points

P. R. Ahern; 67-70

An extension of Neumann’s integralrelation for generalized Legendre functions

H. S. V. de Snoo; 71-75

Holomorphic functions of polynomial growth on bounded domains

Yum-Tong Siu; 77-84

A result on unions of flat cells

R. B. Sher; 85-88

Links and Seifert fiber spaces

Gerhard Burde and Kunio Murasugi; 89-93

Certain types of congruences on compact commutative semigroups

C. E. Clark; 95-101

Examples of invariant subspace lattices

Peter Rosenthal; 103-112

A generalization of the Perron-Frobenius theorem

Ralph DeMarr; 113-120

On certain Banach spaces which are $w\sp{\ast}$-sequentially dense in their second duals

R. D. McWilliams; 121-126

On Baer and quasi-Baer rings

Adolf Pollingher and Abraham Zaks; 127-138

Mitchell minimal domains in several complex variables

Sadao Katō; 139-143

Representation of a topological group on a Hilbert module

Parfeny P. Saworotnow; 145-150

Desarguesian decompositions for planes of order $p\sp{2}$

T. G. Ostrom; 151-162

Enumeration of classes of row equivalent matrices over a principal ideal domain modulo $p\sp{n}$

B. R. McDonald; 163-169

Generalized restricted direct products

A. M. Kirch; 171-176

A note on quasitriangular operators

R. G. Douglas and Carl Pearcy; 177-188

The product of any dogbone space with a line is $E\sp{4}$

Leonard R. Rubin; 189-192

Sequences and inversions

L. Carlitz; 193-198

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