Singular integral operators, factorization and applications. Proceedings of the 12th international workshop on operator theory and applications, IWOTA 2000, Faro, Portugal, September 12--15, 2000 (Q1811062)

The articles of this volume will be reviewed individually. The preceding workshop (11, 2000) has been reviewed (see Zbl 0972.00051). Indexed articles: \textit{Arazy, Jonathan; Upmeier, Harald}, Covariant symbolic calculi on real symmetric domains., 1-27 [Zbl 1034.46071] \textit{Bastos, M. Amélia; Bravo, António; Karlovich, Yuri}, Singular integral operators with piecewise almost periodic coefficients and Carleman shift., 29-57 [Zbl 1038.45007] \textit{Böttcher, Albrecht; Grudsky, Sergei; Spitkovsky, Ilya}, On the essential spectrum of Toeplitz operators with semi-almost periodic symbols., 59-77 [Zbl 1038.47022] \textit{Castro, Luís Pinheiro de; Speck, Frank-Olme}, Well-posedness of diffraction problems involving \(n\) coplanar strips., 79-90 [Zbl 1040.78007] \textit{Conceição, Ana C.; Kravchenko, Viktor G.; Teixeira, Francisco S.}, Factorization of matrix functions and the resolvents of certain operators., 91-100 [Zbl 1057.47025] \textit{Gürlebeck, Klaus; Hommel, Angela}, Finite difference Cauchy-Riemann operators and their fundamental solutions in the complex case., 101-115 [Zbl 1049.30031] \textit{Hardt, Volker; Mennicken, Reinhard; Motovilov, Alexander K.}, Factorization theorem for the transfer function associated with an unbounded non-self-adjoint \(2\times 2\) operator matrix., 117-132 [Zbl 1057.47013] \textit{Karapetyants, Alexey N.; Ramírez de Arellano, Enrique}, Boundedness of some convolution and twisted convolution operators., 133-145 [Zbl 1035.43003] \textit{Karlovich, Alexei; Karlovich, Yuri; Lebre, Amarino}, Invertibility of functional operators with slowly oscillating non-Carleman shifts, 147-174 [Zbl 1027.47025] \textit{Kilbas, Anatoly A.}, Hadamard-type integral equations and fractional calculus operators, 175-188 [Zbl 1031.45004] \textit{Kravchenko, Viktor; Lebre, Amarino; Rodríguez, Juan}, Factorization of singular integral operators with a Carleman shift via factorization of matrix functions., 189-211 [Zbl 1057.47055] \textit{Longstaff, William E.}, Single elements of operator algebras., 213-221 [Zbl 1046.47057] \textit{Lüneburg, Ernst; Serbest, Hamit A.}, Skew incidence half-plane diffraction problems: Particular aspects of the factorization problem., 223-251 [Zbl 1033.78007] \textit{Meister, Erhard}, Aperiodic wave diffraction by a half-plane., 253-261 [Zbl 1253.74045] \textit{Rabinovich, Vladimir S.; Roch, Steffen}, An axiomatic approach to the limit operators method., 263-285 [Zbl 1040.47008] \textit{Roch, Steffen}, Algebras of approximation sequences: Structure of fractal algebras., 287-310 [Zbl 1055.47064] \textit{Rodman, Leiba; Spitkovsky, Ilya M.; Woerdeman, Hugo J.}, Noncanonical factorizations of almost periodic multivariable matrix functions., 311-344 [Zbl 1079.47019] \textit{Samko, Natasha}, Criterion for the Fredholmness of singular operators with piecewise continuous coefficients in generalized Hölder spaces with weight., 345-356 [Zbl 1036.47035] \textit{Samko, Stefan}, On inversion of fractional spherical potentials by spherical hypersingular operators., 357-368 [Zbl 1050.47047] \textit{Santos, Pedro A.; Silbermann, Bernd}, An axiomatic approach to stability of approximation sequences, 369-381 [Zbl 1031.65071]