-regularly varying functions in approximation theory.
0 пceвдoдиффepeцируйemoctи пceвдоравномерно нeпpepывных кoнструктивных функций пo функцияm тoгo жe типa
0n the Domain Of Attraction of Stable and of Extreme Value Distributions
0-regularity varying function.
1-Improvable discontinuous functions
1-Lipschitz aggregation operators and quasi-copulas
In the paper, binary 1-Lipschitz aggregation operators and specially quasi-copulas are studied. The characterization of 1-Lipschitz aggregation operators as solutions to a functional equation similar to the Frank functional equation is recalled, and moreover, the importance of quasi-copulas and dual quasi-copulas for describing the structure of 1-Lipschitz aggregation operators with neutral element or annihilator is shown. Also a characterization of quasi-copulas as solutions to a certain functional...
2-D polynomial equations
¿El teorema de Bolzano en varias variables?
Łojasiewicz ideals in Denjoy-Carleman classes
The classical notion of Łojasiewicz ideals of smooth functions is studied in the context of non-quasianalytic Denjoy-Carleman classes. In the case of principal ideals, we obtain a characterization of Łojasiewicz ideals in terms of properties of a generator. This characterization involves a certain type of estimates that differ from the usual Łojasiewicz inequality. We then show that basic properties of Łojasiewicz ideals in the case have a Denjoy-Carleman counterpart.
Łojasiewicz inequalities for sets definable in the structure
We consider some variants of Łojasiewicz inequalities for the class of subsets of Euclidean spaces definable from addition, multiplication and exponentiation : Łojasiewicz-type inequalities, global Łojasiewicz inequalities with or without parameters. The rationality of Łojasiewicz’s exponents for this class is also proved.
“More or less" first-return recoverable functions.
“Non-strict" L'Hospital-Type rules for monotonicity: intervals of constancy.
Limiti e analisi non standard
In this note we give a nonstandard characterization of multiple topological operators as sup-min of standard part map.
-central BMO estimates for commutators of -dimensional Hardy operators.
λ-Regular Oscillation And Applications
Φ V[h] and Riemann-Stieltjes integration
ω-Limit sets for triangular mappings
In 1992 Agronsky and Ceder proved that any finite collection of non-degenerate Peano continua in the unit square is an ω-limit set for a continuous map. We improve this result by showing that it is valid, with natural restrictions, for the triangular maps (x,y) ↦ (f(x),g(x,y)) of the square. For example, we show that a non-trivial Peano continuum C ⊂ I² is an orbit-enclosing ω-limit set of a triangular map if and only if it has a projection property. If C is a finite union of Peano continua then,...
Асимптотика точек Лагранжа в формуле Тейлора.
Весовые пространства дифференцируемых функций дробной гладкости
Восстановление функций с заданным модулем непрерывности