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Author ID: yin.yajun Recent zbMATH articles by "Yin, Yajun"
Published as: Yin, Yajun; Yin, Ya-jun; Yin, Ya-Jun; Yin, Ya Jun; Yin, YaJun
Documents Indexed: 35 Publications since 1989
Co-Authors: 37 Co-Authors with 23 Joint Publications
1,396 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

20 Publications have been cited 55 times in 33 Documents Cited by Year
Generalized quasilinearization method for second-order boundary value problems. Zbl 0922.34018
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
11
1999
General mathematical frame for open or closed biomembranes. I: Equilibrium theory and geometrically constraint equation. Zbl 1090.92016
Yin, Yajun; Yin, Yie; Ni, Dong
9
2005
Extension of the method of quasilinearization and rapid convergence. Zbl 0908.65056
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
8
1998
An improved quasilinearization method for second order nonlinear boundary value problems. Zbl 0893.34015
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
7
1997
Generalized quasilinearization method and rapid convergence for first order initial value problems. Zbl 0876.65051
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
7
1997
Numerical simulation two phase flows of casting filling process using SOLA particle level set method. Zbl 1201.76130
Pang, Shengyong; Chen, Liliang; Zhang, Mingyuan; Yin, Yajun; Chen, Tao; Zhou, Jianxin; Liao, Dunming
7
2010
Equilibrium theory in 2D Riemann manifold for heterogeneous biomembranes with arbitrary variational modes. Zbl 1131.92006
Yin, Yajun; Yin, Jie; Lv, Cunjing
6
2008
Symmetrical fundamental tensors, differential operators, and integral theorems in differential geometry. Zbl 1199.53026
Yin, Yajun; Wu, Jiye; Yin, Jie
5
2008
An electromechanical liquid crystal model of vesicles. Zbl 1171.76325
Gao, Ling Tian; Feng, Xi Qiao; Yin, Ya Jun; Gao, Huajian
5
2008
Fractal geometry and topology abstracted from hair fibers. Zbl 1177.28028
Yin, Ya-jun; Yang, Fan; Li, Ying; Fan, Qin-shan
4
2009
Multi-crack problem for piezoelectric materials strip subjected to dynamic loading. Zbl 1026.74059
Huang, Haiming; Shi, Huiji; Yin, Yajun
3
2002
Extension of covariant derivative (I): from component form to objective form. Zbl 1345.53012
Yin, Ya-Jun
3
2015
Growth kinematics of fractal super snowflakes. Zbl 1196.37123
Yin, YaJun; Yang, Fan; Fan, QinShan
3
2010
Shape gradient and classical gradient of curvatures: driving forces on micro/nano curved surfaces. Zbl 1241.31010
Yin, Ya-jun; Chen, Chao; Lü, Cun-jing; Zheng, Quan-shui
2
2011
Multiple-cell elements and regular multifractals. Zbl 1188.28011
Yin, Ya-jun; Li, Ying; Yang, Fan; Fan, Qin-shan
2
2010
The second gradient operator and integral theorems for tensor fields on curved surfaces. Zbl 1126.53009
Yin, Yajun; Yin, Jie; Wu, Jiye
2
2007
Extension of covariant derivative (II): from flat space to curved space. Zbl 1345.53013
Yin, Ya-Jun
2
2015
A note on the Engelking-Karłowicz theorem. Zbl 1174.03021
Abraham, U.; Yin, Y.
1
2008
Extension of covariant derivative (III): from classical gradient to shape gradient. Zbl 1345.53014
Yin, Ya-Jun
1
2015
An ameliorated teaching-learning-based optimization algorithm based study of image segmentation for multilevel thresholding using Kapur’s entropy and Otsu’s between class variance. Zbl 1462.94010
Wu, Bo; Zhou, Jianxin; Ji, Xiaoyuan; Yin, Yajun; Shen, Xu
1
2020
An ameliorated teaching-learning-based optimization algorithm based study of image segmentation for multilevel thresholding using Kapur’s entropy and Otsu’s between class variance. Zbl 1462.94010
Wu, Bo; Zhou, Jianxin; Ji, Xiaoyuan; Yin, Yajun; Shen, Xu
1
2020
Extension of covariant derivative (I): from component form to objective form. Zbl 1345.53012
Yin, Ya-Jun
3
2015
Extension of covariant derivative (II): from flat space to curved space. Zbl 1345.53013
Yin, Ya-Jun
2
2015
Extension of covariant derivative (III): from classical gradient to shape gradient. Zbl 1345.53014
Yin, Ya-Jun
1
2015
Shape gradient and classical gradient of curvatures: driving forces on micro/nano curved surfaces. Zbl 1241.31010
Yin, Ya-jun; Chen, Chao; Lü, Cun-jing; Zheng, Quan-shui
2
2011
Numerical simulation two phase flows of casting filling process using SOLA particle level set method. Zbl 1201.76130
Pang, Shengyong; Chen, Liliang; Zhang, Mingyuan; Yin, Yajun; Chen, Tao; Zhou, Jianxin; Liao, Dunming
7
2010
Growth kinematics of fractal super snowflakes. Zbl 1196.37123
Yin, YaJun; Yang, Fan; Fan, QinShan
3
2010
Multiple-cell elements and regular multifractals. Zbl 1188.28011
Yin, Ya-jun; Li, Ying; Yang, Fan; Fan, Qin-shan
2
2010
Fractal geometry and topology abstracted from hair fibers. Zbl 1177.28028
Yin, Ya-jun; Yang, Fan; Li, Ying; Fan, Qin-shan
4
2009
Equilibrium theory in 2D Riemann manifold for heterogeneous biomembranes with arbitrary variational modes. Zbl 1131.92006
Yin, Yajun; Yin, Jie; Lv, Cunjing
6
2008
Symmetrical fundamental tensors, differential operators, and integral theorems in differential geometry. Zbl 1199.53026
Yin, Yajun; Wu, Jiye; Yin, Jie
5
2008
An electromechanical liquid crystal model of vesicles. Zbl 1171.76325
Gao, Ling Tian; Feng, Xi Qiao; Yin, Ya Jun; Gao, Huajian
5
2008
A note on the Engelking-Karłowicz theorem. Zbl 1174.03021
Abraham, U.; Yin, Y.
1
2008
The second gradient operator and integral theorems for tensor fields on curved surfaces. Zbl 1126.53009
Yin, Yajun; Yin, Jie; Wu, Jiye
2
2007
General mathematical frame for open or closed biomembranes. I: Equilibrium theory and geometrically constraint equation. Zbl 1090.92016
Yin, Yajun; Yin, Yie; Ni, Dong
9
2005
Multi-crack problem for piezoelectric materials strip subjected to dynamic loading. Zbl 1026.74059
Huang, Haiming; Shi, Huiji; Yin, Yajun
3
2002
Generalized quasilinearization method for second-order boundary value problems. Zbl 0922.34018
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
11
1999
Extension of the method of quasilinearization and rapid convergence. Zbl 0908.65056
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
8
1998
An improved quasilinearization method for second order nonlinear boundary value problems. Zbl 0893.34015
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
7
1997
Generalized quasilinearization method and rapid convergence for first order initial value problems. Zbl 0876.65051
Mohapatra, R. N.; Vajravelu, K.; Yin, Y.
7
1997

Citations by Year