Presentation	1999/9/22 Stability of fixed points of discrete dynamical system F(Xn, X_, …, Xn+m)=0 III : On bringing the methods of stability into contact with geometric algiba Kaname Tarui,
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Abstract(in English)	This paper shows three methods of Stability of fixed points (singular points) of discrete dynamical system F(Xn, X_, …, Xn+m)=0. First is implict function's Theorem. Second is the method of enregy functions Φ_n. Third is the stability of singular points of F(Xn, X_)=0 by tangent cove in mathematical field of geometric algiba. I will call the third (method) tangent cove method. Especially, third has an effect upon stability of singular points (at origin) in F(Xn, X_)=0.
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Keyword(in English)	implict function / energy methods / geometric algiba / tangent cove method
Paper #	NLP99-92
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Committee	NLP
Conference Date	1999/9/22(1days)
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Registration To	Nonlinear Problems (NLP)
Language	JPN
Title (in Japanese)	(See Japanese page)
Sub Title (in Japanese)	(See Japanese page)
Title (in English)	Stability of fixed points of discrete dynamical system F(Xn, X_, …, Xn+m)=0 III : On bringing the methods of stability into contact with geometric algiba
Sub Title (in English)
Keyword(1)	implict function
Keyword(2)	energy methods
Keyword(3)	geometric algiba
Keyword(4)	tangent cove method
1st Author's Name	Kaname Tarui
1st Author's Affiliation	Hiyogo Prefectual Senier Highschool of Nshinomiya-imazu()
Date	1999/9/22
Paper #	NLP99-92
Volume (vol)	vol.99
Number (no)	324
Page	pp.pp.-
#Pages	8
Date of Issue