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 33, Number 3

Publication Date: September 1966

An embedding theorem for discrete flows on a closed 2-cell

N. E. Foland; 441-444

Conditions under which light open mappings are homeomorphisms

Louis F. McAuley; 445-452

A note on quadrics over a finite field

L. Carlitz; 453-458

Quasiconformal mappings with given boundary values

Terence J. Reed; 459-464

Singular homology groups and homotopy groups of finite topological spaces

Michael C. McCord; 465-474

Two problems of Hewitt on topological expansions

George Kozlowski and Hing Tong; 475-476

The set of asymptotic values of a bounded holomorphic function

Frank B. Ryan; 477-484

A characterization of the set of asymptotic values of a function holomorphic in the unit disc

Frank B. Ryan; 485-493

Curvilinear oscillations of holomorphic functions

J. E. McMillan; 495-498

The lexicographic product of graphs

Robert L. Hemminger; 499-501

A note on matrices over extension fields

David Carlson; 503-505

A general class of arithmetical functions

R. L. Duncan; 507-510

Inequalities in quadratic forms

David London; 511-522

The non-Euclidean Pythagorean theorem with respect to the Bergman metric

Kyong T. Hahn; 523-534

A direct integral construction

R. T. Harris; 535-537

Integrability of ultraspherical series

C. C. Ganser; 539-545

Infinite matrices which preserve Schauder bases

William Ruckle; 547-550

A characterization of analyticity

Kenneth O. Leland; 551-565

Homomorphisms of topological transformation groups into function spaces

Charles N. Maxwell; 567-574

$q$-identities of Auluck, Carlitz, and Rogers

George E. Andrews; 575-581

The theory of multivalent functions

Teruo Takatsuka; 583-593

Generating submodules of simple rings with involution

W. E. Baxter and E. F. Haeussler; 595-603

Uncomplemented function algebras with separable annihilators

A. Pelczyński; 605-612

Equational classes of lattices

G. Grätzer; 613-622

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