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 39, Number 3

Publication Date: September 1972

The double commutant of invertibly weighted shifts

A. L. Lambert and T. R. Turner; 385-389

Stochastic involutions over a finite field

John D. Fulton; 391-399

Basic intervals in the lattice of topologies

Richard Valent and Roland E. Larson; 401-411

Tangent numbers and operators

L. Carlitz and Richard Scoville; 413-429

Applications of weak$^\ast$ semicontinuity in $C^\ast$-algebra theory

Gert K. Pedersen; 431-450

Non-abelian Pontriagin duality

Charles A. Akemann and Martin E. Walter; 451-463

Confluent images of tree-like curves are tree-like

T. Bruce McLean; 465-473

Matrix fields over finite extensions of prime fields

J. T. B. Beard, Jr.; 475-484

Subdirect decomposition of Płonka sums

H. Lakser, R. Padmanabhan and C. R. Platt; 485-488

Embedding characterizations for expandable spaces

J. C. Smith and J. C. Nichols; 489-496

Strongly regular matrices, almost-convergence, and Banach limits

J. Peter Duran; 497-502

A theory of integration

B. S. Thomson; 503-509

On McShane’s vector-valued integral

B. S. Thomson; 511-519

On the number of distinguished representations of a group element

David Jacobson and Kenneth S. Williams; 521-527

Primitive numbers for a class of multiplicative functions

May Beresin and Eugene Levine; 529-537

Some star-invariant subspaces in two variables

Douglas N. Clark; 539-550

On the Šilov and Bishop decompositions of a uniform algebra

S. J. Sidney; 551-559

$FK$-spaces containing $c_0$

G. Bennett and N. J. Kalton; 561-582

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