| W. Żelazko | Preface | 5-5 |
| E. Albrecht | Several variable spectral theory in the noncommutative case | 9-30 |
| B. Aupetit | Some uses of subharmonicity in functional analysis | 31-37 |
| H. Baumgärtel | A decoupling approach to resonances for multipraticle quantum scattering sysems | 39-43 |
| H. Behncke | Summary of three lectures (Functions acting on weighted Ip-algebras, Local completeness in operator algebras, Stability of deficiency indices) | 45-48 |
| M. Burnat | The spectral properties of the Schrödinger operator in nonseparable Hilbert spaces | 49-56 |
| M. Burnat | The spectral cutting problem | 57-62 |
M. Choi
C. Davis | Dilations to systems of matrix units | 63-75 |
I. Ciorǎnescu
L. Zsidó | ω-ultradistributions and their application to operator theory | 77-220 |
| D. Clark | Sz. Nagy-Foias theory and similarity for a class of Toeplitz operators | 221-229 |
| H. Dales | Embedding C(X) in an algebra of analytic functions | 231-236 |
| M. Demuth | On resonances in mathematical scattering theory | 237-240 |
| Y. Domar | On the ideal structure of commutative Banach algebras | 241-249 |
| J. Esterle | Discontinuous homomorphisms from C(K) | 251-262 |
| S. Frunzǎ | Some results on duality for spectral decompositions | 263-279 |
| S. Frunzǎ | Generalized weights for operator Lie algebras | 281-287 |
| K. Gustafson | The singular sequence problem | 289-294 |
| T. Ichinose | On the spectral properties of tensor products of linear operators in Banach spaces | 295-300 |
| P. Jonas | On spectral distributions of definitizable operators in Krein space | 301-311 |
| R. Kühne | Fixed points of semigroups of positive operators in KB-spaces | 313-319 |
| R. Levi | Notes on the Taylor joint spectrum of commuting operators | 321-332 |
| S. Levi | The structure of a class of Banach algebras generated by a Banach space | 333-335 |
Б. Логинов
Д. Рахимов | О методе ложных возмущений | 337-341 |
| С. Мирзоев | Кратная полнота части корневых векторов полиномиалъных операторных пучков | 343-346 |
| W. Mlak | A note on general dilation theorems | 347-352 |
| V. Müller | On Jordan models of Co-contractions | 353-354 |
| L. Page | The Szegö and Beurling theorems and operator factorizations | 355-360 |
| A. Pietsch | Distirbution of eigenvalues and nuclearity | 361-365 |
| V. Pták | Survey of some results in spectral theory obtained in Prague | 367-371 |
| V. Pták | Universal estimates of the spectral radius | 373-387 |
| P. Rosenthal | On the equations X=KXS and AX=XK | 389-391 |
| P. Rosenthal | A perturbation of Lomonosov's theorem | 393-394 |
| J. Rovnyak | Some questions in operator theory and applications in analysis | 395-396 |
W. Żelazko
Z. Słodkowski | A note on semicharacters | 397-402 |
| M. Smyth | Fredholm theory in Banach algebras | 403-414 |
S. Strǎtilǎ
D. Voiculescu | A survey on representations of the unitary group U(∞) | 415-434 |
I. Suchi
I. Valusescu | Linear predictor for stationary processes in complete correlated actions | 435-447 |
| F. Szafraniec | Boundedness in dilation theory | 449-453 |
| S. Teleman | On the Choquet and Bishop-de Leeuw theorems | 455-465 |
| T. Tonev | Algebras of generalized analytic functions | 467-470 |
| F. Vasilescu | A multi-dimensional spectral theory in C*-algebras | 471-491 |
| E. Vesentini | Invariant distances and invariant differential metrics in locally convex spaces | 493-511 |
| L. Waelbroeck | The holomorphic functional calculus as an operational calculus | 513-552 |
| L. Waelbroeck | Quotient Banach spaces | 553-562 |
| L. Waelbroeck | Quotient Banach spaces; multilinear theory | 563-571 |
| L. Waelbroeck | The Taylor spectrum and quotient Banach spaces | 573-578 |
| J. Zemánek | Properties of the spectral radius in Banach algebras | 579-595 |
Prosimy o przesyłanie uwag na adres bwm@icm.edu.pl