Chaos and cooperation in nonlinear pictorial feedback systems. 3: Quantized feedback systems: Applied Optics

Research output: Contribution to journalArticleResearchpeer review

Authors

  • Häusler
  • Gunther Seckmeyer
  • Weiss
View graph of relations

Details

Original languageGerman
Pages (from-to)4668-4672
Number of pages5
JournalAppl. Opt.
Volume25
Issue number24
Publication statusPublished - 1986

Abstract

We investigate the behavior of pictorial feedback systems with quantized intensity. These systems are used for numerical experiments to investigate the evolution of chaos and order in pictures. It turns out that chaos experiments with quantized feedback systems may show completely different results compared with those of nonquantized systems. However, the essential properties of the nonquantized system can be restored, in quantized experiments, by addition of noise. We demonstrate a use of the quasi-chaotic behavior of quantized systems, that is, cryptography of pictures. AU - Häusler, Gerd AU - Seckmeyer, G. AU - Weiss, Thomas PB - OSA

Cite this

Chaos and cooperation in nonlinear pictorial feedback systems. 3: Quantized feedback systems: Applied Optics. / Häusler; Seckmeyer, Gunther; Weiss.
In: Appl. Opt., Vol. 25, No. 24, 1986, p. 4668-4672.

Research output: Contribution to journalArticleResearchpeer review

Häusler, Seckmeyer G, Weiss. Chaos and cooperation in nonlinear pictorial feedback systems. 3: Quantized feedback systems: Applied Optics. Appl. Opt. 1986;25(24):4668-4672. doi: 10.1364/AO.25.004668
Häusler ; Seckmeyer, Gunther ; Weiss. / Chaos and cooperation in nonlinear pictorial feedback systems. 3: Quantized feedback systems : Applied Optics. In: Appl. Opt. 1986 ; Vol. 25, No. 24. pp. 4668-4672.
Download
@article{db49db7e3da74fd1b0ec7c941687cf49,
title = "Chaos and cooperation in nonlinear pictorial feedback systems. 3: Quantized feedback systems: Applied Optics",
abstract = "We investigate the behavior of pictorial feedback systems with quantized intensity. These systems are used for numerical experiments to investigate the evolution of chaos and order in pictures. It turns out that chaos experiments with quantized feedback systems may show completely different results compared with those of nonquantized systems. However, the essential properties of the nonquantized system can be restored, in quantized experiments, by addition of noise. We demonstrate a use of the quasi-chaotic behavior of quantized systems, that is, cryptography of pictures. AU - H{\"a}usler, Gerd AU - Seckmeyer, G. AU - Weiss, Thomas PB - OSA",
keywords = "Chaos, Distortion, Video",
author = "H{\"a}usler and Gunther Seckmeyer and Weiss",
year = "1986",
doi = "10.1364/AO.25.004668",
language = "Deutsch",
volume = "25",
pages = "4668--4672",
journal = "Appl. Opt.",
issn = "2155-3165",
publisher = "OSA - The Optical Society",
number = "24",

}

Download

TY - JOUR

T1 - Chaos and cooperation in nonlinear pictorial feedback systems. 3: Quantized feedback systems

T2 - Applied Optics

AU - Häusler,

AU - Seckmeyer, Gunther

AU - Weiss,

PY - 1986

Y1 - 1986

N2 - We investigate the behavior of pictorial feedback systems with quantized intensity. These systems are used for numerical experiments to investigate the evolution of chaos and order in pictures. It turns out that chaos experiments with quantized feedback systems may show completely different results compared with those of nonquantized systems. However, the essential properties of the nonquantized system can be restored, in quantized experiments, by addition of noise. We demonstrate a use of the quasi-chaotic behavior of quantized systems, that is, cryptography of pictures. AU - Häusler, Gerd AU - Seckmeyer, G. AU - Weiss, Thomas PB - OSA

AB - We investigate the behavior of pictorial feedback systems with quantized intensity. These systems are used for numerical experiments to investigate the evolution of chaos and order in pictures. It turns out that chaos experiments with quantized feedback systems may show completely different results compared with those of nonquantized systems. However, the essential properties of the nonquantized system can be restored, in quantized experiments, by addition of noise. We demonstrate a use of the quasi-chaotic behavior of quantized systems, that is, cryptography of pictures. AU - Häusler, Gerd AU - Seckmeyer, G. AU - Weiss, Thomas PB - OSA

KW - Chaos

KW - Distortion

KW - Video

U2 - 10.1364/AO.25.004668

DO - 10.1364/AO.25.004668

M3 - Artikel

VL - 25

SP - 4668

EP - 4672

JO - Appl. Opt.

JF - Appl. Opt.

SN - 2155-3165

IS - 24

ER -