Complex analysis and related topics. In part the proceedings of the international symposium, Cuernavaca, Mexico, November 1996 (Q1125623)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Apostolova, Lilia N.}, Local integrability of systems of \(m\) smooth linearly independent complex vector fields on \(m+1\) dimensional manifolds, 1-13 [Zbl 0944.35050] \textit{Astashova, Irina V.}, On asymptotic properties of the one-dimensional Schrödinger equation, 15-19 [Zbl 0945.34034] \textit{Aulaskari, Rauna}, On \(Q_p\) functions, 21-29 [Zbl 0944.30019] \textit{Beals, Richard; Gaveau, Bernard; Greiner, Peter}, On Green's functions for subelliptic operators, 31-46 [Zbl 0940.35056] \textit{Cnops, Jan}, Clifford analysis on Poincaré space, 47-58 [Zbl 0954.58027] \textit{Dykema, K.; Weiss, G.; Wodzicki, M.}, Unitarily invariant trace extensions beyond the trace class, 59-65 [Zbl 0948.47023] \textit{Fornæss, John Erik}, \(L^2\) results for \(\bar\partial\) in a conic, 67-72 [Zbl 0952.32023] \textit{Grozman, P.; Leites, D.}, Lie superalgebras of supermatrices of complex size. Their generalization and related integrable systems, 73-105 [Zbl 0996.17003] \textit{Kamaly, Amir}, A new local variant of the Hausdorff-Young inequality, 107-130 [Zbl 0958.42010] \textit{Kucherenko, V.}, Spectral asymptotics of the \(N\) particle Schrödinger equations when \(N\to\infty\) and normal forms of the quadratic boson operators, 131-145 [Zbl 0941.81027] \textit{Lappan, Peter}, A survey of \(Q_p\) spaces, 147-154 [Zbl 0955.30001] \textit{Ławrynowicz, Julian; Suzuki, Osamu}, Hurwitz-type and space-time-type duality theorems for Hermitian Hurwitz pairs, 155-169 [Zbl 0946.15021] \textit{López, Jorge L.; Muciño-Raymundo, Jesús}, On the problem of deciding whether a holomorphic vector field is complete, 171-195 [Zbl 0947.34076] \textit{Napoletani, D.; Sabadini, I.; Struppa, D. C.}, Variations on a theorem of Severi, 197-205 [Zbl 0958.32008] \textit{Rabinovich, V.; Vasilevski, N.}, Bergman, Toeplitz and pseudodifferential operators, 207-234 [Zbl 0948.47032] \textit{Russo, Bernard}, The small Hankel operator in several complex variables, 235-252 [Zbl 0951.47032] \textit{Szafraniec, Franciszek Hugon}, The reproducing kernel Hilbert space and its multiplication operators, 253-263 [Zbl 0965.46013] \textit{Turbiner, A.}, Lie algebras in Fock space, 265-284 [Zbl 0960.17003]