Publication detail

Recent advances in oscilation theory

DIBLÍK, J. BEREZANSKY, L. BRAVERMAN, E. ROGOVCHENKO, Y.

Original Title

Recent advances in oscilation theory

English Title

Recent advances in oscilation theory

Type

journal article - other

Language

en

Original Abstract

The Theory of Oscillations is an important branch of the Applied Theory of Differential Equations related with the study of oscillatory phenomena in technology and natural and social sciences. Fundamental problems of the classical Theory of Oscillations consist in proving the existence or nonexistence of oscillatory (periodic, almost-periodic, etc) solutions to a given equation or system, and, in simpler cases, funding such solutions. The paper maps trends in given fields.

English abstract

The Theory of Oscillations is an important branch of the Applied Theory of Differential Equations related with the study of oscillatory phenomena in technology and natural and social sciences. Fundamental problems of the classical Theory of Oscillations consist in proving the existence or nonexistence of oscillatory (periodic, almost-periodic, etc) solutions to a given equation or system, and, in simpler cases, funding such solutions. The paper maps trends in given fields.

Keywords

Theory of Oscillations, Applied Theory of Differential Equations, oscillatory (periodic, almost-periodic, etc) solution.

RIV year

2010

Released

02.12.2010

Pages from

1

Pages to

3

Pages count

3

BibTex


@article{BUT50277,
  author="Josef {Diblík} and Leonid {Berezansky} and Elena {Braverman} and Yuri {Rogovchenko}",
  title="Recent advances in oscilation theory",
  annote="The Theory of Oscillations is an important branch of the Applied Theory of Differential Equations related with the study of oscillatory phenomena in technology and natural and social sciences. Fundamental problems of the classical Theory of Oscillations consist in proving the existence or nonexistence of oscillatory (periodic, almost-periodic, etc) solutions to a given equation or system, and, in simpler cases, funding such solutions.  The paper maps trends in given fields.",
  chapter="50277",
  journal="International Journal of Differential Equations",
  number="1",
  volume="2010",
  year="2010",
  month="december",
  pages="1--3",
  type="journal article - other"
}