Yong-Bin Li

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2006

6 Yong-Bin Li: Some Properties of Triangular Sets and Improvement Upon Algorithm CharSer. AISC 2006: 82-93

5 Yong-Bin Li: An alternative algorithm for computing the pseudo-remainder of multivariate polynomials. Applied Mathematics and Computation 173(1): 484-492 (2006)

4 Yong-Bin Li: A new approach for constructing subresultants. Applied Mathematics and Computation 183(1): 471-476 (2006)

2004

3 Wu Liu, Hai-Xin Duan, Yong Feng, Yong-Bin Li, Ping Ren: Improved algorithms tracing back to attacking sources. Parallel and Distributed Computing and Networks 2004: 222-226

2 Yong-Bin Li, Wu Liu, Xiao-Lin Xiang: Geometry Theorem Proving by Decomposing Polynomial Systems into Strong Regular Sets. J. Comput. Sci. Technol. 19(6): 820-827 (2004)

1 Yong-Bin Li: Applications of the theory of weakly nondegenerate conditions to zero decomposition for polynomial systems. J. Symb. Comput. 38(1): 815-832 (2004)

	2006
6		Yong-Bin Li: Some Properties of Triangular Sets and Improvement Upon Algorithm CharSer. AISC 2006: 82-93
5		Yong-Bin Li: An alternative algorithm for computing the pseudo-remainder of multivariate polynomials. Applied Mathematics and Computation 173(1): 484-492 (2006)
4		Yong-Bin Li: A new approach for constructing subresultants. Applied Mathematics and Computation 183(1): 471-476 (2006)
	2004
3		Wu Liu, Hai-Xin Duan, Yong Feng, Yong-Bin Li, Ping Ren: Improved algorithms tracing back to attacking sources. Parallel and Distributed Computing and Networks 2004: 222-226
2		Yong-Bin Li, Wu Liu, Xiao-Lin Xiang: Geometry Theorem Proving by Decomposing Polynomial Systems into Strong Regular Sets. J. Comput. Sci. Technol. 19(6): 820-827 (2004)
1		Yong-Bin Li: Applications of the theory of weakly nondegenerate conditions to zero decomposition for polynomial systems. J. Symb. Comput. 38(1): 815-832 (2004)

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