ВЗАИМНЫЕ МУЛЬТИФРАКТАЛЬНЫЕ СПЕКТРЫ I. ТОЧНЫЕ СПЕКТРЫ
Journal Title: Проблемы анализа-Issues of Analysis - Year 2004, Vol 11, Issue
Abstract
It has introduced the fine mutual multifractal spectra for Borel probability measures and received the estimations for these spectra.
Authors and Affiliations
Н. Ю. СВЕТОВА
Keywords
Related Articles
- EP ID EP243927
- DOI -
- Views 88
- Downloads 0
On a generalization of an inequality of Bohr
Пусть pϵ(1,2], n≥1, S⊆R n и Г(S,p)- множество всех тех функций, γ(t)ϵL p(R n), носитель преобразования Фурье которых лежит в S. В работе получены условия выполнения неравенства ||∫ E t γ(τ)dτ|| L ∞(R n)≤C||γ(τ)|| L p(R n...
BOUNDARY VALUE PROBLEMS FOR INTEGRAL EQUATIONS WITH OPERATOR MEASURES
We consider integral equations with operator measures on a segment in the infinite-dimensional case. These measures are defined on Borel sets of the segment and take values in the set of linear bounded operators acting i...
REDUCED p-MODULUS, p-HARMONIC RADIUS AND p-HARMONIC GREEN’S MAPPINGS
We consider the definitions and properties of the metric characteristics of the spatial domains previously introduced by the author, and their connection with the class of mappings, the particular case of which are the h...
ON THE ALMOST PERIODIC AT INFINITY FUNCTIONS FROM HOMOGENEOUS SPACES
We consider homogeneous spaces of functions defined on the real axis (or semi-axis) with values in a complex Banach space. We study the new class of almost periodic at infinity functions from homogeneous spaces. The main...
ON DECRIPTIONS OF CLOSED IDEALS OF ANALYTIC AREA NEVANLINNA TYPE CLASSES IN A CIRCULAR RING ON A COMPLEX PLANE C
We define certain new large area Nevanlinna type spaces in circular ring K on a complex plane and provide complete decriptions of ideals of these new scales of spaces. Our results extend some previously known assertions.