Presentation	2007-10-19 Nonlinear Quantization Analysis of Chaos produced by the Third Order Mapping Functions and their Predictability Jiguo DONG, Takako YAMADA, Katsufusa SHONO,
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Abstract(in English)	Analysis of chaos, produced by 128 bit fixed point calculation for the third order mapping functions controlled by a parameter α, were performed to obtain the integer time series Y_ by the quantization giving [L^n] quantum, where Lyapunov exponet is λ=lnL and n the quantization resolution. The quantization resolution gives us n step predictability in average, where the divergence, convergence and bifurcation were observed on the short range superimposed time series Y_.
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Keyword(in English)	chaos / fixed point calculation / nonlinear quantization / predictability
Paper #	CAS2007-53,NLP2007-81
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Conference Information
Committee	CAS
Conference Date	2007/10/12(1days)
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Paper Information
Registration To	Circuits and Systems (CAS)
Language	JPN
Title (in Japanese)	(See Japanese page)
Sub Title (in Japanese)	(See Japanese page)
Title (in English)	Nonlinear Quantization Analysis of Chaos produced by the Third Order Mapping Functions and their Predictability
Sub Title (in English)
Keyword(1)	chaos
Keyword(2)	fixed point calculation
Keyword(3)	nonlinear quantization
Keyword(4)	predictability
1st Author's Name	Jiguo DONG
1st Author's Affiliation	Graduate School of Information Systems, The University of Electro-Communications()
2nd Author's Name	Takako YAMADA
2nd Author's Affiliation	School of Policy Studies, KWANSEI GAKUIN University /
3rd Author's Name	Katsufusa SHONO
3rd Author's Affiliation
Date	2007-10-19
Paper #	CAS2007-53,NLP2007-81
Volume (vol)	vol.107
Number (no)	265
Page	pp.pp.-
#Pages	6
Date of Issue