M. Altman | Inverse differentiability contractors and equations in Banach spaces | 1-15 |
M. Field | A finiteness result on the ring of analytic functions defined on a Banach space | 17-20 |
M. Ahuja | Formally real rings of distributions | 21-30 |
K. Ylinen | Vector space isomorphisms of O*-algebras | 31-34 |
J. Hagler | Some more Banach spaces which contain l¹ | 35-42 |
H. Toruńczyk | Smooth partitions of unity on some non-separable Banach spaces | 43-51 |
R. Leśniewicz | On linear functionals in Hardy-Orlicz spaces, I | 53-77 |
K. Napiórkowski | On generalized eigenfunctions of operators in a Hilbert space | 79-82 |
H. Triebel | Über die Existenz von Schauderbasen in Sobolev-Besov-Räumen. Isomorphiebeziehungen | 83-100 |
M. Altman | Directional contractors and equations in Banach spaces | 101-110 |
P. Lai | L'analogue dans Lp des théorèmes de convexité de M. Riesz et G.O. Thorin | 111-124 |
G. Freud | On weighted L1-approximation by polynomials | 125-133 |
G. Lumer | Bochner's theorem, states, and Fourier transforms of measures | 135-140 |
P. Turpin | Un critère de compacité dans les espaces vectoriels topologiques | 141-148 |
J. Ligaud | Un excemple d'espace nucléaire dont le dual topologique est réduit à zero | 149-151 |
P. Turpin | Opérateurs linéaires entre espaces d'Orlicz non localement convexes | 153-165 |
P. Turpin | Espaces et intersections d'espaces d'Orlicz non localement convexes | 167-195 |
R. Mauldin | A representation theorem for the second dual of C[0,1] | 197-200 |
V. Zahariuta | On the isomorphism of cartesian products of locally convex spaces | 201-221 |
R. Sato | A general ratio ergodic theorem for Abel sums | 223-233 |
A. Waszak | Some remarks on strong (M,φ )-summability | 235-239 |
E. Seneta | On strong ergodicity of inhomogeneous products of finite stochastic matrices | 241-247 |
M. Taibleson J. Chao | A sub-regularity inequality for conjugate systems on local fields | 249-257 |
R. Leśniewicz | On linear functionals in Hardy-Orlicz spaces, II | 259-295 |
A. Zygmund A. Calderón | Addendum to a paper "On singular integrals" | 297-299 |
J. Janas | Semi-spectral integrals and related mappings | 301-313 |