[Author: Wang, Xingyuan] AND [Keyword: Julia Set] : Search

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Search name	Searched On	Run search
[Author: Wang, Xingyuan] AND [Keyword: Julia Set] (2)	13 Mar 2025	Run
[Author: Kazarian, K S] AND [Keyword: Continuity] (1)	13 Mar 2025	Run
[Author: Chen, Yixiang] AND [Keyword: Continuity] (1)	13 Mar 2025	Run
[Author: Chou, Pei-His] AND [Keyword: Kinematics] (2)	13 Mar 2025	Run
[Author: Branco, Marco] AND [Keyword: Kinematics] (2)	13 Mar 2025	Run

articleNo Access
JULIA SET OF THE NEWTON TRANSFORMATION FOR SOLVING SOME COMPLEX EXPONENTIAL EQUATION
- XINGYUAN WANG and
- XUEJING YU
Fractals01 Jun 2009
Preview Abstract
We extend Kim's complex exponential function, come up with theory about the Julia set of Newton's transformation for general exponential equation, analyze the behavior of the roots of some complex exponential equation, and prove the symmetry, boundedness and embedding topology distribution structure of basins of attraction of the Julia set in theory.
articleNo Access
JULIA SET OF THE NEWTON METHOD FOR SOLVING SOME COMPLEX EXPONENTIAL EQUATION
- XINGYUAN WANG,
- WENJING SONG, and
- LIXIAN ZOU
International Journal of Image and Graphics01 Apr 2009
Preview Abstract
We extend Kim's complex exponential function and come up with a theory about Julia sets of Newton method for general exponential equation. We analyze the behavior of the roots of some complex exponential equation, and prove the Julia Set's symmetry, boundedness and embedding topology distribution structure of attraction regions in theory.

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