Lie Zhu

Publication Activity (10 Years)

Years Active: 1986-2015
Publications (10 Years): 1

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Publications

Haitao Cao, J. Lei, Lie Zhu
Constructions of large sets of disjoint group-divisible designs using a generalization of. Discret. Math. 338 (8) (2015)
Haitao Cao, Lijun Ji, Lie Zhu
, 2). Des. Codes Cryptogr. 45 (2) (2007)
Gennian Ge, Ying Miao, Lie Zhu
GOB designs for authentication codes with arbitration. Des. Codes Cryptogr. 40 (3) (2006)
Lijun Ji, Lie Zhu
Resolvable Steiner Quadruple Systems for the Last 23 Orders. SIAM J. Discret. Math. 19 (2) (2005)
Lie Zhu, Hantao Zhang
Completing the spectrum of r-orthogonal Latin squares. Discret. Math. 268 (1-3) (2003)
Lijun Ji, Lie Zhu
Constructions for Steiner quadruple systems with a spanning block design. Discret. Math. 261 (1-3) (2003)
Shengyuan Zhang, Lie Zhu
Transitive resolvable idempotent symmetric quasigroups and large sets of Kirkman triple systems. Discret. Math. 247 (1-3) (2002)
R. Julian R. Abel, Frank E. Bennett, Gennian Ge, Lie Zhu
Existence of Steiner seven-cycle systems. Discret. Math. 252 (1-3) (2002)
Gennian Ge, Rolf S. Rees, Lie Zhu
Group-Divisible Designs with Block Size Four and Group-Type gum1 with m as Large or as Small as Possible. J. Comb. Theory, Ser. A 98 (2) (2002)
Yungqing Xu, Hantao Zhang, Lie Zhu
. Discret. Math. 250 (1-3) (2002)
Haitao Cao, Lie Zhu
Kirkman Packing Designs KPD ({3, 5*}, v). Des. Codes Cryptogr. 26 (1-3) (2002)
R. Julian R. Abel, Malcolm Greig, Ying Miao, Lie Zhu
Resolvable BIBDs with block size 7 and index 6. Discret. Math. 226 (1-3) (2001)
Dianhua Wu, Lie Zhu
Bounds and constructions for TWOOAs. Discret. Math. 238 (1-3) (2001)
Lie Zhu, Hantao Zhang
-orthogonal latin squares. Discret. Math. 238 (1-3) (2001)
R. Julian R. Abel, Frank E. Bennett, Hantao Zhang, Lie Zhu
Steiner pentagon covering designs. Discret. Math. 231 (1-3) (2001)
Dianhua Wu, Gennian Ge, Lie Zhu
Generalized Steiner Triple Systems with Group Size g = 7, 8. Ars Comb. 57 (2000)
Douglas R. Stinson, Ruizhong Wei, Lie Zhu
Some New Bounds for Cover-Free Families. J. Comb. Theory, Ser. A 90 (1) (2000)
R. Julian R. Abel, Frank E. Bennett, Hantao Zhang, Lie Zhu
. Ars Comb. 55 (2000)
R. Julian R. Abel, Frank E. Bennett, Hantao Zhang, Lie Zhu
A few more incomplete self-orthogonal Latin squares and related designs. Australas. J Comb. 21 (2000)
Frank E. Bennett, Hantao Zhang, Lie Zhu
Self-Orthogonal Mendelsohn Triple Systems. J. Comb. Theory, Ser. A 73 (2) (1996)
Frank E. Bennett, Charles J. Colbourn, Lie Zhu
. Discret. Math. 160 (1-3) (1996)
Frank E. Bennett, Lie Zhu
) where h is even. Discret. Math. 158 (1-3) (1996)
Frank E. Bennett, Lie Zhu
). Australas. J Comb. 14 (1996)
Gennian Ge, Lie Zhu
Existence of almost resolvable directed 5-cycle systems. Australas. J Comb. 11 (1995)
Charles J. Colbourn, Lie Zhu
Existence of six incomplete MOLS. Australas. J Comb. 12 (1995)
Jeffrey H. Dinitz, Douglas R. Stinson, Lie Zhu
On the Spectra of Certain Classes of Room Frames. Electron. J. Comb. 1 (1994)
Douglas R. Stinson, Lie Zhu
Towards the Spectrum of Room Squares with Subsquares. J. Comb. Theory, Ser. A 63 (1) (1993)
Frank E. Bennett, J. Yin, Lie Zhu
On the existence of perfect Mendelsohn designs with k = 7 and lambda even. Discret. Math. 113 (1-3) (1993)
Lie Zhu
Some recent developments on BIBDs and related designs. Discret. Math. 123 (1-3) (1993)
Frank E. Bennett, Kevin T. Phelps, Christopher A. Rodger, Lie Zhu
Constructions of perfect Mendelsohn designs. Discret. Math. 103 (2) (1992)
Frank E. Bennett, Kevin T. Phelps, Christopher A. Rodger, J. Yin, Lie Zhu
Existence of perfect Mendelsohn designs with k=5 and lambda>1. Discret. Math. 103 (2) (1992)
Katherine Heinrich, Lisheng Wu, Lie Zhu
Incomplete self-orthogonal latin squares ISOLS(6m + 6, 2m) exist for all m. Discret. Math. 87 (3) (1991)
Lie Zhu, Beiliang Du, Xuebin Zhang
A few more RBIBDs with k = 5 and lambda = 1. Discret. Math. 97 (1-3) (1991)
Douglas R. Stinson, Lie Zhu
On the existence of three MOLS with equal-sized holes. Australas. J Comb. 4 (1991)
Frank E. Bennett, Lisheng Wu, Lie Zhu
Further results on incomplete (3, 2, 1)- conjugate orthogonal idempotent Latin squares. Discret. Math. 84 (1) (1990)
Frank E. Bennett, Beiliang Du, Lie Zhu
On the existence of (v, 7, 1)-perfect Mendelsohn designs. Discret. Math. 84 (3) (1990)
Ruizhong Wei, Lie Zhu
Embeddings of S(2, 4, v). Eur. J. Comb. 10 (2) (1989)
Frank E. Bennett, Lisheng Wu, Lie Zhu
Some new conjugate orthogonal Latin squares. J. Comb. Theory, Ser. A 46 (2) (1987)
Frank E. Bennett, Lie Zhu
Incomplete conjugate orthogonal idempotent latin squares. Discret. Math. 65 (1) (1987)
Katherine Heinrich, Lie Zhu
Existence of orthogonal latin squares with aligned subsquares. Discret. Math. 59 (1-2) (1986)