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DEMONSTRATIO MATHEMATICA 2005 - ANALIZA - ALGEBRA

24-01-2012, 5:17
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Demonstratio Mathematica, vol. XXXVIII, No 1, 2005 (wydała Politechnika Warszawska). Jak nowa

SPIS TREŚCI:

Chajda, Laenger, Modifications of MV-algebras corresponding to strong ortholattices;
Chikunji, A classification of cube radical zero completely primary finie rings;
Hatziafratis, A residua type process for smooth functions involving the derivatives of the Newtonian potential in R2;
Najdecki, Tabor, Charakterization of continuom functions by class C omega curves;
Trojnar-Spelina, Charakterization of subclasses of univalent functions;
Hamada, Univalence criterion of certain integral operators;
Dorff, Szynal, Linear invariance and integral operators of univalent functions;
Redheffer, Application of a theorem of Earle and Hamilton to the theory of scattering and transport;
Batery, Min, The oscilation criteria for nonlinear neutral differential equations;
Rzeżuchowski, A note on measures on time scales; Shkarin, On solvability of linear differential equations in RN;
Ciarski, Stability of difference equations generated by parabolic differential functiornal equations;
Kir’ytzkii, On a functional equation related to an automorphism of a unit circle;
Bartłomiejczyk, Irregular solutions of the Feigenbaum functional equation;
Wachnicki, On generalized Mazhar-Totik operators;
Musielak, Sequences of bounded fi-variation and weighted unconditional convergance of series;
Lahiri, Das, Well-posedness and porosity of a certain class of operators;
Berinde, A convergance theorem for some mean value fixed point iteration procedures;
Sasahara, Quasi-minimal Lagrangian surfaces whose mean curvature vectors are eigenvectors;
Djoudi, General fixed point theorems for weakly compatibile maps;
Ntumba, Sikorski and Froelicher CW-complexes compared;
Noiri, Popa, Some properties of upper and lower 0-quasicontinous multifunctions;
Mikulski, On naturality of the formal Euler operator;
Czernous, Numerical method of lines for first order partial differential equations with deviated variables;
Smoktunowicz, Wróbel, Numerical stability of the Richardson second order method.
Stron 265.