-regularly varying functions in approximation theory.
0-regularity varying function.
A Classification Of Solutions Of Second Order Linear Differential Equations By Means Of Regularly Varying Functions
A new method to obtain decay rate estimates for dissipative systems
We consider the wave equation damped with a boundary nonlinear velocity feedback p(u'). Under some geometrical conditions, we prove that the energy of the system decays to zero with an explicit decay rate estimate even if the function ρ has not a polynomial behavior in zero. This work extends some results of Nakao, Haraux, Zuazua and Komornik, who studied the case where the feedback has a polynomial behavior in zero and completes a result of Lasiecka and Tataru. The proof is based on the construction...
A Note on Bojanic-Seneta Theory of Regularly Varying Sequences.
A proof of an Aljančić hypothesis on -regularly varying sequences.
A theorem of Galambos-Bojanić-Seneta type.
A Unified Theory of Regularly Varying Sequences.
Abel's equation and regular growth: Variations on a theme by Abel.
An asymptotic form of Cauchy's functional equation.
An asymptotic form of Cauchy's functional equation. (Short Communication).
An Equation With Left and Right Fractional Derivatives
An inequality for the Lebesgue measure and its further applications
An Interpretation Of Some Aspects Of Karamata's Theory Of Regular Variation
An interpretation of some aspects of Karamata's theory of regular variation.
Asymptotic analysis of positive solutions of generalized Emden-Fowler differential equations in the framework of regular variation
Positive solutions of the nonlinear second-order differential equation are studied under the assumption that p, q are generalized regularly varying functions. An application of the theory of regular variation gives the possibility of obtaining necessary and sufficient conditions for existence of three possible types of intermediate solutions, together with the precise information about asymptotic behavior at infinity of all solutions belonging to each type of solution classes.
Asymptotic distribution of Gumbel statistic in a semi-parametric approach.
Asymptotic Mercerian theorems involving slowly varying functions
Asymptotic Properties of Convolution Products of Functions
Asymptotic representations of solutions of the nonautonomous ordinary differential -th order equations
Asymptotic representations of some classes of solutions of nonautonomous ordinary differential -th order equations which somewhat are close to linear equations are established.