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Author ID: peng.shouli Recent zbMATH articles by "Peng, Shouli"
Published as: Peng, Shou-Li; Peng, Shouli; Peng, Shou Li
Documents Indexed: 33 Publications since 1986
Co-Authors: 28 Co-Authors with 26 Joint Publications
938 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

21 Publications have been cited 87 times in 26 Documents Cited by Year
Dual star products and metric universality in symbolic dynamics of three letters. Zbl 1044.37500
Peng, Shou-Li; Zhang, Xu-Sheng; Cao, Ke-Fei
12
1998
A new kernel function for SPH with applications to free surface flows. Zbl 1428.76162
Yang, X. F.; Peng, S. L.; Liu, M. B.
12
2014
Cyclic star products and universalities in symbolic dynamics of trimodal maps. Zbl 0982.37027
Zhou, Zhong; Peng, Shouli
9
2000
The generalized Milnor-Thurston conjecture and equal topological entropy class in symbolic dynamics of order topological space of three letters. Zbl 0974.37010
Peng, Shouli; Zhang, Xusheng
8
2000
Devil’s staircase of topological entropy and global metric regularity. Zbl 0961.37504
Peng, Shou Li; Cao, Ke Fei; Chen, Zhong Xuan
6
1994
Universal scaling of generalized dimensions on critical strange sets. Zbl 0747.58042
Cao, Kefei; Peng, Shouli
5
1992
Dual star products and symbolic dynamics of Lorenz maps with the same entropy. Zbl 0935.37015
Peng, Shou-Li; Du, Lei-Ming
4
1999
Disorder versus order: global multifractal relationship between topological entropies and universal convergence rates. Zbl 1073.37509
Zhang, Xu-Sheng; Liu, Xiao-Dong; Kwek, Keng-Huat; Peng, Shou-Li
4
1996
Numerical solution of transient, free surface problems in porous media. Zbl 0884.76072
Voller, V. R.; Peng, S.; Chen, Y. F.
4
1996
Metric universality for the devil’s staircase of topological entropy. Zbl 1073.37515
Shi, Jing-Xiu; Cao, Ke-Fei; Guo, Tian-Le; Peng, Shou-Li
3
1996
Star transformations and their genealogical varieties in symbolic dynamics of four letters. Zbl 0948.37004
Liu, Hong-Zhang; Zhou, Zhong; Peng, Shou-Li
3
1998
An enthalpy formulation based on an arbitrarily deforming mesh for solution of the Stefan problem. Zbl 0813.76051
Voller, V. R.; Peng, S.
3
1994
Devil’s carpet of topological entropy and complexity of global dynamical behavior. Zbl 1030.37023
Cao, Kefei; Zhang, Xusheng; Zhou, Zhong; Peng, Shouli
2
2003
General form of superuniversality for fractal dimensions in one-dimensional maps. Zbl 1192.37052
Cao, Ke-Fei; Zhou, Zhong; Gao, Wen; Peng, Shou-Li
2
2001
Nano electro mechanics of semiconducting carbon nanotube. Zbl 1110.74627
Peng, S.; Cho, K.
2
2002
Symmetries of star products and metric universalities in 1D quadri-modal maps. Zbl 1048.37039
Zhou, Zhong; Gao, Wen; Liu, Hong-Zhang; Peng, Shou-Li
2
2004
New universal bifurcation scenario in one-dimensional trimodal maps. Zbl 1220.37011
Zhou, Zhong; Cao, Ke-Fei; Peng, Shou-Li
2
2008
A note on fractals of one forbidden word and their box dimensions. Zbl 1151.28304
Huang, Chengxing; Peng, Shouli
1
2006
Order isomorphism under higher power shift and generic form of renormalization group equations in multimodal maps. Zbl 1075.37009
Peng, Shou-Li
1
2005
Homology of vertex and edge shift matrices in symbolic dynamics and entropy invariants. Zbl 1073.37011
Cao, Kefei; Peng, Shouli
1
2003
Distributional uncertainty of the financial time series measured by \(G\)-expectation. Zbl 07481235
Peng, S.; Yang, S.
1
2022
Distributional uncertainty of the financial time series measured by \(G\)-expectation. Zbl 07481235
Peng, S.; Yang, S.
1
2022
A new kernel function for SPH with applications to free surface flows. Zbl 1428.76162
Yang, X. F.; Peng, S. L.; Liu, M. B.
12
2014
New universal bifurcation scenario in one-dimensional trimodal maps. Zbl 1220.37011
Zhou, Zhong; Cao, Ke-Fei; Peng, Shou-Li
2
2008
A note on fractals of one forbidden word and their box dimensions. Zbl 1151.28304
Huang, Chengxing; Peng, Shouli
1
2006
Order isomorphism under higher power shift and generic form of renormalization group equations in multimodal maps. Zbl 1075.37009
Peng, Shou-Li
1
2005
Symmetries of star products and metric universalities in 1D quadri-modal maps. Zbl 1048.37039
Zhou, Zhong; Gao, Wen; Liu, Hong-Zhang; Peng, Shou-Li
2
2004
Devil’s carpet of topological entropy and complexity of global dynamical behavior. Zbl 1030.37023
Cao, Kefei; Zhang, Xusheng; Zhou, Zhong; Peng, Shouli
2
2003
Homology of vertex and edge shift matrices in symbolic dynamics and entropy invariants. Zbl 1073.37011
Cao, Kefei; Peng, Shouli
1
2003
Nano electro mechanics of semiconducting carbon nanotube. Zbl 1110.74627
Peng, S.; Cho, K.
2
2002
General form of superuniversality for fractal dimensions in one-dimensional maps. Zbl 1192.37052
Cao, Ke-Fei; Zhou, Zhong; Gao, Wen; Peng, Shou-Li
2
2001
Cyclic star products and universalities in symbolic dynamics of trimodal maps. Zbl 0982.37027
Zhou, Zhong; Peng, Shouli
9
2000
The generalized Milnor-Thurston conjecture and equal topological entropy class in symbolic dynamics of order topological space of three letters. Zbl 0974.37010
Peng, Shouli; Zhang, Xusheng
8
2000
Dual star products and symbolic dynamics of Lorenz maps with the same entropy. Zbl 0935.37015
Peng, Shou-Li; Du, Lei-Ming
4
1999
Dual star products and metric universality in symbolic dynamics of three letters. Zbl 1044.37500
Peng, Shou-Li; Zhang, Xu-Sheng; Cao, Ke-Fei
12
1998
Star transformations and their genealogical varieties in symbolic dynamics of four letters. Zbl 0948.37004
Liu, Hong-Zhang; Zhou, Zhong; Peng, Shou-Li
3
1998
Disorder versus order: global multifractal relationship between topological entropies and universal convergence rates. Zbl 1073.37509
Zhang, Xu-Sheng; Liu, Xiao-Dong; Kwek, Keng-Huat; Peng, Shou-Li
4
1996
Numerical solution of transient, free surface problems in porous media. Zbl 0884.76072
Voller, V. R.; Peng, S.; Chen, Y. F.
4
1996
Metric universality for the devil’s staircase of topological entropy. Zbl 1073.37515
Shi, Jing-Xiu; Cao, Ke-Fei; Guo, Tian-Le; Peng, Shou-Li
3
1996
Devil’s staircase of topological entropy and global metric regularity. Zbl 0961.37504
Peng, Shou Li; Cao, Ke Fei; Chen, Zhong Xuan
6
1994
An enthalpy formulation based on an arbitrarily deforming mesh for solution of the Stefan problem. Zbl 0813.76051
Voller, V. R.; Peng, S.
3
1994
Universal scaling of generalized dimensions on critical strange sets. Zbl 0747.58042
Cao, Kefei; Peng, Shouli
5
1992

Citations by Year