. | Preface to the following paper [to the paper by J. G.-M (J. Mikusiński), Hypernumbers] | 1-2 |
J. Mikusiński | Hypernumbers. Part I. Algebra | 3-16 |
J. Burzyk | On type II convergence in the Miklusiński operational calculus | 17-27 |
H. König | On some basic relations in the abstract Hardy algebra theory | 29-57 |
K. Urbanik | A characterization of Gaussian measures | 59-68 |
D. Przeworska-Rolewicz | Non-Leibniz algebras | 69-79 |
A. Iwanik | Unique ergodicity of irreducible Markov operators on C(X) | 81-86 |
K. Keller | Some convergence properties of convolutions | 87-94 |
K. Yosida | A simple complement to Miklusiński's operational calculus | 95-98 |
S. Okamoto | A remark on Yosida's complement to Mikusiński's operational calculus | 99-101 |
A. Schinzel | Hasse's principle for systems of ternary quadratic forms and for one biquadratic form | 103-109 |
S. Rolewicz | Sufficient condition for Pareto optimization in Banach spaces | 111-114 |
L. Berg | Commutative differential algebras with an algebraic element | 115-120 |
R. Urbański | Modular spaces over a field with valuation generated by a (ω,v)-convex modular | 121-131 |
W. Żelazko | On non-removable ideals in commutative locally convex algebras | 133-154 |
B. Carl | Entropy numbers of r-nuclear operators between Lp spaces | 155-162 |
A. Zemanian P. Sueramanian | A theory for ungrounded electrical grids and its application to the geophysical exploration of layered strata | 163-181 |
O. Capri A. Domínguez | On operator-valued analytic functions with positive real part whose logarithm belongs to a Cp class | 183-196 |
C. Swartz P. Antosik | A theorem on matrices and its applications in functional analysis | 197-205 |
S. Trione | On some distributional multiplicative products | 207-217 |
M. Mateljević M. Pavlović | Lp-behaviour of the integral means of analytic functions | 219-237 |
I. Fenyö | Solution générale d'une équation fonctionelle dans le domaine des fonctions analytiques | 239-243 |
J. Bourgain | The Dunford-Pettis property for the ball-algebras, the polydisc-algebras and the Sobolev spaces | 246-253 |
J. Musielak | On sequentially M-integrable distributions | 255-260 |
C. Ferens | On the range of puraly atomic probability measures | 261-263 |
S. Dolecki G. Greco | Topologically maximal pretopologies | 265-281 |
H. Marcinkowska | A remark on approximate solving of a class of initialboundary value problems | 283-287 |
P. Wojtaszczyk | Hp-spaces, p<1, and spline systems | 289-320 |
M. Itano | On the canonical extensions for distributions in the space Bp,μ | 321-332 |
J. Voigt | Factorization in some Fréchet algebras of differentiable functions | 333-348 |
I. Labuda | Completeness type proprties of locally solid Riesz spaces | 349-372 |
L. Drewnowski | Quasi-complements in F-spaces | 373-391 |
P. Dierolf | Some locally convex spaces of regular distributions | 393-412 |
Z. Lipecki | On some dense subspaces of topological linear spaces | 413-421 |
M. Wilhelm | Integral extension procedures in weakly σ-complete latticeordered groups, I | 423-435 |
J. Kahane | Une preuve rapide du théorème de Beurling et Helson sur les endomorphismes de l'algèbre l¹(Z) | 437-438 |
B. Fuchssteiner | Algebraic foundation of some distribution algebras | 439-453 |
V. Koutnik | Completeness of sequential convergence groups | 455-464 |
W. Orlicz S. Szufla | On the structure of Lφ-solution sets of integral equations in Banach spaces | 465-477 |
R. Struble | Series expansions for Fourier transforms and Lebesque functions | 479-484 |
W. Kierat | Some Fourier transform inversion theorem | 485-488 |
A. Kamiński S. Pilipović | On some spaces of distributions | 489-498 |
A. Kamiński | Remarks on K{Mp}'-spaces | 499-508 |
K. Skórnicki | Sobolev's and local derivatives | 509-517 |
G. Goodman | Zygmund's Lemma and Riemann integrability | 519-522 |
A. Sharma Z. Ziegler | Walsh equicon vergence for best l2-approximates | 523-528 |