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Fractal geometry : mathematical methods, algorithms, applications / editors, J.M. Blackledge, A.K. Evans, M.J. Turner.

Contributor(s): Material type: TextTextSeries: Ellis Horwood series in mathematics and its applicationsPublication details: Oxford : Woodhead, 2002.Description: xii, 232 p. : ill. ; 24 cmISBN:
  • 9781904275008 (pbk.) :
  • 9781904275008
Subject(s): DDC classification:
  • 514.7 BLA
LOC classification:
  • QA614.86 .F7 2002
Contents:
Chaotic dynamics in a simple aeromechanical system -- Random walks with fluctuating step number. scale invariant behaviour and self-roganised-criticality -- Fractional integrals, singular measures and epsilon funcitons -- Diffusion on fractals: efficient elgorithms to compute the random walk dimension -- Why study financial time series -- Analysis of the limitaitons of fractal dimension texture -- Fractials basins of attraction in the inversion of gravity and magnetic data -- Properties of fractal compression and their use within texture mapping -- Fractal time and nested detectors -- Deterministic chaos in digital cryptography -- The making of fractal geometry in digital imaging.
Holdings
Item type Current library Call number Copy number Status Date due Barcode
Long Loan TUS: Midlands, Main Library Athlone General Lending 514.7 BLA (Browse shelf(Opens below)) 1 Available 00214278

Published for the Institute of Mathematics and its Applications.

Includes bibliographical references.

Chaotic dynamics in a simple aeromechanical system -- Random walks with fluctuating step number. scale invariant behaviour and self-roganised-criticality -- Fractional integrals, singular measures and epsilon funcitons -- Diffusion on fractals: efficient elgorithms to compute the random walk dimension -- Why study financial time series -- Analysis of the limitaitons of fractal dimension texture -- Fractials basins of attraction in the inversion of gravity and magnetic data -- Properties of fractal compression and their use within texture mapping -- Fractal time and nested detectors -- Deterministic chaos in digital cryptography -- The making of fractal geometry in digital imaging.

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