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 48, Number 1

Publication Date: March 1981

The quasi-classical limit of quantum scattering theory II, Long-range scattering

Kenji Yajima; 1-22

Cobordisms of even-dimensional links

Roy E. DeMeo, Jr.; 23-33

On equations defining arithmetically Cohen-Macaulay schemes, II

Robert Treger; 35-47

Unicite forte a partir d’une variete de dimension quelconque pour des inegalites differentielles elliptiques

S. Alinhac and N. Lerner; 49-68

Kergin interpolation of entire functions on $\mathrm{C}^n$

Thomas Bloom; 69-83

Blaschke manifolds with taut geodesics

James J. Hebda; 85-91

Subelliptic estimate for the $\bar{\partial}$-Neumann problem

M. Derridj and J. E. Fornæss; 93-107

Obstructions to modular classical simple Lie algebras

Stephen Berman and Robert Lee Wilson; 109-120

Canonical surfaces with $p_g=p_a=4$ and $K^2=5,\dotsc,10$

Ciro Ciliberto; 121-157

Griffiths’ integral formula for the Milnor number

Gary Kennedy; 159-165

Proper holomorphic mappings and the Bergman projection

Steven R. Bell; 167-175

Duality in twistor theory

Michael G. Eastwood and Matthew L. Ginsberg; 177-196

Semistable degenerations of Enriques’ and hyperelliptic surfaces

David R. Morrison; 197-249

Oscillatory integrals with singular symbols

V. Guillemin and G. Uhlmann; 251-267

Propagation of analyticity along real bicharacteristics

Nicholas Hanges; 269-277

Complex manifolds in pseudoconvex boundaries

Eric Bedford and J. E. Fornæss; 279-288

Fredholm properties of a class of elliptic operators on non-compact manifolds

Robert B. Lockhart; 289-312

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