Dissertation > Excellent graduate degree dissertation topics show
Construction and Noised Persurbed Structures of Quasisine Fibonacci MJ Sets
Author: GeFengDan
Tutor: WangXingYuan
School: Dalian University of Technology
Course: Applied Computer Technology
Keywords: Fractal Critical point Quasi sine Fibonacci M set Additive noise Multiplicative noise
CLC: N93
Type: Master's thesis
Year: 2009
Downloads: 39
Quote: 0
Read: Download Dissertation
Abstract
Nonlinear science is an emerging interdisciplinary study of nonlinear phenomena in common , and its main contents include solitons , chaos and fractal theory corresponding with the three concepts together constitute the nonlinear theory of this discipline foundation. This paper constructs a dynamic system , it is generated after the introduction of the quasi sine Fibonacci function , so we call quasi  sine Fibonacci hyperbolic dynamical systems , and thus expand the range of research , the following major elements: classic escape time algorithm to study quasisine Fibonacci function hyperbolic dynamical systems and generalized quasi sine Fibonacci Fibonacci function hyperbolic dynamical systems dynamical behavior , construct a quasisinusoidal Fiji Fibonacci MJ sets , and study their properties . Calculated quasisine Fibonacci function integer fixed point , and meet certain precision fixed point on the complex plane , and demonstrate the dynamic characteristics of complex dynamical plane quasi  sine Fibonacci Fibonacci function  fractal characteristics , found that the Julia set is symmetrical about the x axis , and the proof . Second, given the critical point of the generalized quasisine Fibonacci function to study the characteristics of the power system under different values ??of q , construct quasisine Fibonacci Fibonacci M set and prove its symmetrical about the xaxis sex . And found that the value of q is not continuous change , but the emergence of a jump . By additive noise , multiplicative noise and additive and multiplicative mixed noise quasisine Fibonacci J set evolution . Through mathematical proofs and computer graphics method of combining different interference makes quasi sine Fibonacci J sets a different nature and extent of the deformation . Finally, the additive and multiplicative noise in all kinds of interference parameters under quasisine Fibonacci M set . Using complex variable function theory and computer graphics combined experimental mathematical methods , a detailed analysis of the different intensity and type of noise aligned the sine FIBONACCI M set gradually impact , and summed up the law , given the appropriate the nature and proved .

Related Dissertations
 Speech Emotion Recognition Based on Multifractal,TN912.34
 The Properties Study in Multifractal Process,F830.91
 The Experiment of Normal Bond Properties between FRP and Concrete,TU528.572
 Research on Vein Feature Extraction Based on Fractal and Multiwavelets Theory,TP391.41
 A Study of Some Analysis Properties for Fractal Interpolation Functions,O174.42
 Research and Design on Planar of Reconfigurable Antenna,TN820
 Two Algorithms for Image Processing Based on Chaos and Fractal,TP391.41
 Research Oncognitive Radio Cooperate Spectrum Sensing,TN925
 Based on fractal rough surface MEMS Tribology,O313.5
 Highspeed detection and bayonet vehicle license identification information,TP391.41
 Acupuncture geotextile vertical permeability theory,TS176.5
 Leakage and arc fault protection circuit breaker research,TM561
 Based on synchrotron radiation CT imaging of breast cancer quantitative study of microvascular,R318
 RFID antenna research and design,TN820
 Mammary gland lumps Texture feature extraction and auxiliary diagnostic methods research,TP391.41
 MJ fractal sets based image encryption algorithm and coding,TP309.7
 Large Stone Asphalt Mixture Design Method,U414
 FPGAbased power system harmonic detection system research and design,TM935
 The Study of Artificial Target Detection Based on Fractal Feature,TP391.41
 Research on Chengduchongqing Urban Agglomeration Evolution of Spatial Structure and Fractal,F299.27
 The Application of Rockmass Mechanics in Coal Deformation,P618.11
CLC: > SCIENCE AND > Nonlinear Science
© 2012 www.DissertationTopic.Net Mobile
