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 24, Number 4

Publication Date: December 1957

The temporal behaviour of a wave packet

Eberhard Hopf; 477-480

Two parameter moment problems

A. Devinatz; 481-498

Bounds on the Fourier transforms of monotonic functions

Armen J. Zemanian; 499-504

A property of integral means

Casper Goffman; 505-510

The solutions of nonlinear differential equations. III

Choy-Tak Taam; 511-519

Some polynomials related to theta functions

L. Carlitz; 521-527

The Bessel polynomials

W. A. Al-Salam; 529-545

Covering spaces and simple connectedness

C. N. Lee; 547-554

Tensor products of semiprimary algebras

Alex Rosenberg and Daniel Zelinsky; 555-559

Oscillatory solutions of nonlinear autonomous differential equations of order higher than two

Avner Friedman; 561-566

Hölder groups

Fred B. Wright; 567-571

Compact rings with open radical

James P. Jans; 573-577

Non-linear functional equations in locally convex spaces

Felix E. Browder; 579-589

Inequalities for normal and Hermitian matrices

L. Mirsky; 591-599

The order of the zeta function near the line $\sigma=1$

Lowell Schoenfeld; 601-609

Note on weak cutpoints in clans

R. J. Koch; 611-615

A generalized Schwarzian derivative and convex functions

R. F. Gabriel; 617-626

Asymptotic solutions of oscillatory initial value problems

Peter D. Lax; 627-646

Definite divergence of the conjugate Fourier series

Basudeo Singh; 647-651

The transformation formula for the Dedekind modular function and related functional equations

Shô Iseki; 653-662

Matrix norms and vector measures

T. E. Easterfield; 663-669

Prime ideals and idempotents in compact semigroups

Katsumi Numakura; 671-680

$n$-cyclic elements: Correction

Arthur B. Simon; 681

Corrections and a remark to: A singular integral whose kernel involves a Bessel function

Lee Lorch and Peter Szego; 683

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