Książka - szczegóły

CONTENTS

Preface............................................................................................................................................................................. 3
List of participants.................................................................................................................................................................. 6
List of lectures......................................................................................................................................................................... 7-8
Introducing to different aspects of differentiability (by D. Przeworska-Rolewicz)........................................................ 9-12
P. Antosik and S. Saeki, A lemma on set functions and its applications..................................................................... 13-21
Z. Binderman, On isomorphisms of spaces of functional R-shifts for right invertible operators............................ 23-36
R. Bittner, Linear spaces of results on the quotient field of operators.......................................................................... 37-40
B. Choczewski, Continuous nowhere differentiable functions and related functional equations........................... 41-46
B. Fisher, Neutrices and convolution products of distributions..................................................................................... 47-53
L. Gajek and D. Zagrodny, Geometric variational principle............................................................................................. 55-71
S. Hejazian and A. Niknam, Derivations of operator algebras, automatic closability................................................ 73-78
A. Kamiński, D. Perišić and S. Pilipović, On convolution of ultradistributions............................................................. 79-91
A. Kamiński, D. Perišić and S. Pilipović, Existence theorems for convolution of ultradistributions....................... 93-114
Yu. I. Karlovich, The continuous invertibility of functional operators in Banach spaces............................................ 115-136
W. Kierat and K. Skórnik, A remark on solutions of the Laguerre differential equation............................................. 137-141
V. S. Kiryakova and V. Hernández Suárez, Bessel-Clifford third order differential operator
and corresponding Laplace type integral transform........................................................................................................ 143-161
M. Langenbruch, Continuous linear right inverses for differential operators.............................................................. 163-181
J. Ligęza, Generalized solutions of boundary value problems for ordinary linear differential equations
of second order in the Colombeau algebra....................................................................................................................... 183-194
G. Łysik, Generalized analytic functions and a strong quasi-analyticity principle...................................................... 195-200
P. Mikusiński, Transforms of Boehmians......................................................................................................................... 201-206
D. Pallaschke and R. Urbański, Quasidifferentiable functions and minimal pairs of compact convex sets....... 207-221
S. Pilipović, Structural theorems for ultradistributions..................................................................................................... 223-235
A. P. Prudnikov, On the continuation of the ideas of Heaviside and Mikusiński in operational calculus............... 237-287
D. Przeworska-Rolewicz, Consequences of the Leibniz condition............................................................................... 289-300
S. Rolewicz, On subdifferentials on non-convex sets...................................................................................................... 301-308
R. Rudnicki, On composition of functions and measures.............................................................................................. 309-320
S. B. Yakubovich, On the new approach to the constructions of the index transforms.............................................. 321-335
V. V. Zharinov, Convolution algebras of sequences......................................................................................................... 337-342