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Fractal

Testing Chaos and Fractal Properties in Economic Time Series

Testing Chaos and Fractal Properties in Economic Time Series Maria I. Loffredo Dipartimento di Matematica, Università di Siena, I-53100 Siena, Italy e-mail : loffredo@unisi.it Abstract Search for empirical evidence of chaos and testing fractal and other statistical properties in the framework ...

Modeling and Specifications of Dynamic Agents in Fractal ...

1 Modeling and Specifications of Dynamic Agents in Fractal Manufacturing Systems Kwangyeol Ryu a, Youngjun Son b, and Mooyoung Jung a a Department of Industrial Engineering, Pohang University of Science & Technology, Pohang, Korea b Systems and Industrial Engineering Department, The University ...

Fractal Tetrahedrons

Fractals are SMART: Science, Math & Art! www.FractalFoundation.org Copyright 2010 Fractal Foundation, all rights reserved. 1 Fractal Tetrahedrons Teacher's Intro NM Math Standards: (K,1,2).A.1.3 Recognize, reproduce, describe, extend, and create repeating patterns. 4.A.1.2 Create and describe ...

Fractal Capacitors

IEEE JOURNAL OF SOLID-STATE CIRCUITS, VOL. 33, NO. 12, DECEMBER 1998 2035 Fractal Capacitors Hirad Samavati, Student Member, IEEE , Ali Hajimiri, Arvin R. Shahani, GittyN.

A Robust Digital Image Watermarking Approach against JPEG ...

2011 International Conference on Computer Communication and Management Proc .of CSIT vol.5 (2011) © (2011) IACSIT Press, Singapore A Robust Digital Image Watermarking Approach against JPEG Compression Attack Based on Hybrid Fractal-Wavelet Sanaz Shahraeini 1 and Mahdi Yaghoobi 2 1 Artificial ...

Locally Invariant Fractal Features for Statistical Texture ...

Locally Invariant Fractal Features for Statistical Texture Classification Manik Varma Microsoft Research India manik@microsoft. com Rahul Garg Indian Institute of Technology Delhi rahul.gargrahul@gmail.com Abstract We address the problem of developing discriminative, yet invariant, features for ...

1 Introduction to Fractal

Fractal World 1 Introduction to Fractal 1.1 Definition of Fractal The formal mathematical definition of fractal is defined by Benoit Mandelbrot. It says that a fractal is a set for which the Hausdorff Besicovich dimension strictly exceeds the topological dimension.

Fractal Analysis of Image Structures

O. Zmeskal et al. / HarFA - Harmonic and Fractal Image Analysis (2001), pp. 3 - 5 HarFA e-journal http://www.fch.vutbr.cz/lectures/imagesci/harfa. htm 3 Fractal Analysis of Image Structures Oldřich Zmeškal, Michal Veselý, Martin Ne ádal, Miroslav Buchníček Institute of Physical and ...

The Characteristics of a Fractal

Revised August 3, 2000 Steve Boast HEADED TOWARDS SIERPINSKI'S TRIANGLE A JULIA SET THE MANDLEBROT SET The Characteristics of a FRACTAL 1. The construction of a FRACTAL is based on an iterative (or recursive) process.

FRACTALS ROCK: INVESTIGATING THE KOCH SNOWFLAKE

Fractal Geometry 5.2 FRACTALS ROCK: INVESTIGATING THE KOCH SNOWFLAKE Keyword: Fractals (Koch Snowflake) Fractals: A figure generated by repeating a special sequence of steps infinitely often.