РАЗЛОЖЕНИЕ ПО СОБСТВЕННЫМ ФУНКЦИЯМ ДЛЯ НЕКОТОРЫХ ФУНКЦИОНАЛЬНО-ДИФФЕРЕНЦИАЛЬНЫХ ОПЕРАТОРОВ

Journal Title: Проблемы анализа-Issues of Analysis - Year 2004, Vol 11, Issue

Abstract

We prove the completness of the eigenfunctions of some boundary function-differental problems.

Authors and Affiliations

С. С. ПЛАТОНОВ

Keywords

Related Articles

ОБ ОБЛАСТЯХ, КОНФОРМНО ИЗОМОРФНЫХ ПЛОСКОСТИ С РАЗРЕЗАМИ ВДОЛЬ ПРЯМОЙ

It is proved that extended complex plane with n slits on the real axis is conformally isomorphed to a circular domain, symmetric with respect to this axis.

ON COMPLEX HARMONIC TYPICALLY-REAL FUNCTIONS WITH A POLE AT THE POINT ZERO

Several mathematicians examined classes of meromorphic typically-real functions with a simple pole at the point zero. This article includes results concern class Q' H of complex harmonic typically-real functions with a p...

ОБ ОДНОЛИСТНЫХ ФУНКЦИЯХ, РЕАЛИЗУЮЩИХ ЛОКАЛЬНЫЙ ЭКСТРЕМУМ ДВУХ ФУНКЦИОНАЛОВ В КЛАССЕ S

In this paper we consider given form functionals. We investigate the form of function that realises local extremum to two such functionals.

ТЕОРЕМА РЕГУЛЯРНОСТИ УБЫВАНИЯ В ЛИНЕЙНО-ИНВАРИАНТНЫХ СЕМЕЙСТВАХ ФУНКЦИЙ

In this paper it is proved the regularity theorem for linearly invariant families of analytic function in the unit disk and some results, connected with this theorem.

ON METRIC SPACE VALUED FUNCTIONS OF BOUNDED ESSENTIAL VARIATION

Let ∅≠T ⊂ R and let X be a metric space. For an ideal J ⊂ P(T) and a function f:T-> X, we define the essential variation V^J ess(f, T) as the in mum of all variations V (g; T) where g:T-> X, g = f on T\E, and E in J. We...

Download PDF file
  • EP ID EP243925
  • DOI -
  • Views 104
  • Downloads 0

How To Cite

С. С. ПЛАТОНОВ (2004). РАЗЛОЖЕНИЕ ПО СОБСТВЕННЫМ ФУНКЦИЯМ ДЛЯ НЕКОТОРЫХ ФУНКЦИОНАЛЬНО-ДИФФЕРЕНЦИАЛЬНЫХ ОПЕРАТОРОВ. Проблемы анализа-Issues of Analysis, 11(), 14-33. https://europub.co.uk/articles/-A-243925