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Commentationes Mathematicae
Tome 50 (2010)
Précédent
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Sommaire du
Fascicule no. 1
On some forms of quasi-uniform convergence of transfinite sequence of multifunctions
Marian Przemski
p. 3-21
Some remarks on the algebra of functions of two variables with bounded total \(\Phi\)-variation in Schramm sense
Tomás Ereú
;
Nelson Merentes
;
José L. Sánchez
p. 23-33
Some Remarks on Rings
Lidia Obojska
;
Paul O’Hara
p. 35-39
Uniformly continuous composition operators in the space of functions of two variables of bounded \(\varphi\)-variation in the sense of Wiener
J. A. Guerrero
;
J. Matkowski
;
N. Merentes
p. 41-28
On the Existence of Solutions of Some Stochastic Functional Integral Equations
Monika Pasławska-Południak
p. 49-60
On the quasi \(N\)-almost periodic functions
Stanisław Stoiński
p. 61-67
Baire measurable solutions of a generalized Gołąb–Schinzel equation
Eliza Jabłońska
p. 69-72
Implicit difference methods for infinite systems of hyperbolic functional differential equations
Anna Szafrańska
p. 73-86
Multivalent Harmonic Functions defined by m-tuple Integral operators
Poonam Sharma
p. 87-101
Sommaire du
Fascicule no. 2
Topological properties of spaces of linear operators on non-locally convex Orlicz spaces
Agnieszka Oelke
p. 103-108
A Representation Theorem for \(\varphi\)-Bounded Variation of Functions in the Sense of Riesz
Wadie Aziz
;
Hugo Leiva
;
Nelson Merentes
;
Beata Rzepka
p. 109-120
A modified hat problem
Marcin Krzywkowski
p. 121-126
On common fixed point theorems for semi-compatible mappings in Menger space
Bijendra Singh
;
Arihant Jain
;
Bholaram Lodha
p. 127-139
Approximation by bivariate Mazhar-Totik operators
Eugeniusz Wachnicki
p. 141-153
Liouville theorem with parameters: asymptotics of certain rational integrals in differential fields
Małgorzata Stawiska
p. 155-159
Unconditional convergence in lattice groups with respect to ideals
A. Boccuto
;
X. Dimitriou
;
N. Papanastassiou
p. 161-174
Another Theorem on Weighted Means
P N Natarajan
p. 175-181
Quasi Locally Connected Spaces and Pseudo Locally Connected Spaces
J.K. Kohli
;
D. Singh
;
B. K. Tyagi
p. 183-199