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 82, Number 1
Publication Date: January 1996
The oscillator correspondence of orbital integrals, for pairs of type one in the stable range
Andrzej Daszkiewicz and Tomasz Przebinda; 1-20
Intrinsic heights of stable varieties and abelian varieties
J.-B. Bost; 21-70
Product expansions for zeta functions attached to locally symmetric spaces of higher rank
Anton Deitmar; 71-90
Modular invariant theory of parabolic subgroups of $GL_n(\mathbb{F}_q)$and the associated Steenrod modules
T. J. Hewett; 91-102
Oscillatory integrals and maximal averages over homogeneous surfaces
Alex Iosevich and Eric Sawyer; 103-141
Multiplicities formula for geometric quantization, part I
Michele Vergne; 143-179
Multiplicities formula for geometric quantization, part II
Michele Vergne; 181-194
Nilpotence for modules over the $\mod 2$ Steenrod algebra, I
John H. Palmieri; 195-208
Nilpotence for modules over the $\mod 2$ Steenrod algebra, II
John H. Palmieri; 209-226
Addendum to: “Brownian motion and the fundamental frequency of a drum”
Rodrigo Bañuelos and Tom Carroll; 227
Duke Mathematical Journal