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Tables of Contents for Complex Analysis and Related Topics
Chapter/Section Title
Page #
Page Count
Local integrability of systems of m smooth linearly independent complex vector fields on m + 1 dimensional manifolds
1
14
Lilia N. Apostolova
On asymptotic properties of the one-dimensional Schrodinger equation
15
6
Irina V. Astashova
On Qp functions
21
10
Rauno Aulaskari
On Green's functions for subelliptic operators
31
16
Richard Beals
Bernard Gaveau
Peter Greiner
Clifford analysis on Poincare space
47
12
Jan Cnops
Unitarily invariant trace extensions beyond the trace class
59
8
K. Dykema
G. Weiss
M. Wodzicki
L2 results for ∂ in a conic
67
6
John Erik Fornæss
Lie superalgebras of supermatrices of complex size. Their generalizations and related intergrable systems
73
34
P. Grozman
D. Leites
A new local variant of the Hausdorff-Young inequality
107
24
Amir Kamaly
Spectral asymptotics of the N particle Schrodinger equation when N → ∞ and normal forms of the quadratic boson operators
131
16
V. Kucherenko
A survey of Qp spaces
147
8
Peter Lappan
Hurwitz-type and space-time-type duality theorems for Hermitian Hurwitz pairs
155
16
Julian Lawrynowicz
Osamu Suzuki
On the problem of deciding whether a holomorphic vector field is complete
171
26
Jorge L. Lopez
Jesus Mucino-Raymundo
Variations on a theorem of Severi
197
10
D. Napoletani
I. Sabadini
D. C. Struppa
Bergman-Toeplitz and pseudodifferential operators
207
28
V. Rabinovich
N. Vasilevski
The small Hankel operator in several complex variables
235
18
Bernard Russo
The reproducing kernel Hilbert space and its multiplication operators
253
12
Franciszek Hugon Szafraniec
Lie algebras in Fock space
265
 
A. Turbiner