簡介
葛根年，男，1969年2月生，教育部“長江學者獎勵計畫”特聘教授、國家傑出青年科學基金獲得者、“新世紀百千萬人才工程”國家級人選、教育部“新世紀優秀人才支持計畫”入選者、浙江省“新世紀151人才工程”第一層次培養人員。1986年9月—1990年7月南京師範大學數學系 (本科)
1990年9月—1993年7月 蘇州大學數學系 (碩士)
1996年6月在蘇州大學獲博士學位，1996年8月至2001年8月在蘇州大學任教，2001年9月至2002年8月在加拿大CONCORDIA大學從事博士後研究工作，2002年9月至2004年2月在美國VERMONT大學任訪問助理教授。2004年3月回國，在浙江大學任教授、博士生導師。
長期從事組合設計理論及其套用研究，具體內容涉及組合設計理論、編碼密碼學、計算機科學、生物信息學和統計學等領域。迄今在《Journal of Combinatorial Theory, Series A》、《siamJournal on Discrete Mathematics》、《IEEE Transactions on Information Theory》、《Mathematics of Computation》等國內外重要期刊上發表學術論文117篇，其中SCI收錄103篇。美國數學會MathSciNet資料庫統計顯示：已發表論文被152位作者共引用達606次。ISI Web of Knowledge中Web of Science資料庫統計顯示：已發表的103篇SCI收錄論文至今被SCI收錄論文引用總頻次為660、當前H指數（h-index）為14。現任中國組合數學與圖論學會副理事長、國際組合數學及其套用協會Fellow。目前受邀擔任國際組合設計界權威SCI期刊《Journal of Combinatorial Designs》及《The Open Mathematics Journal》、《International Journal of Combinatorics》、《Advances and Applications in Discrete Mathematics》四個國際期刊的編委。曾獲得由國際組合數學及其套用協會頒發的—“Hall Medal”、第十一屆中國青年科技獎、教育部高等學校科學技術獎自然科學二等獎、第八屆浙江省青年科技獎、浙江省高等學校科研成果一等獎（2項）、第七屆全國統計科學研究優秀成果二等獎。
Hui Zhang and Gennian Ge, Optimal Ternary Constant-Weight Codes of Weight Four and Distance Six, IEEE Transactions on Information Theory, 56, 2010.(SCI,EI)
Gennian Ge, Dawei Huang, and Ying Miao, Monotonic Directed Designs, SIAM J. Discrete Math., 24(1), 2010.(SCI,EI)
Yeow Meng Chee, Gennian Ge and Alan C.H. Ling, Spectrum of Sizes for Perfect Deletion-Correcting Codes, SIAM J. Discrete Math., 24(1), 2010.(SCI,EI)
Rucong Zhang, Gennian Ge, Alan C.H. Ling, Hung-Lin, The Existence of $r\times 4$ Grid-Block Designs with $r=3,4$, SIAM J. Discrete Math., 23(2), 2009.(SCI,EI)
Gennian Ge, Ying Miao and Xiande Zhang, On block sequences of Steiner quadruple systems with error correcting consecutive unions, SIAM J. Discrete Math., 23(2), 2009.(SCI, EI)
Gennian Ge, Ying Miao and Zhongxiang Yao, Optimal Frequency Hopping Sequences: Auto- and Cross-Correlation Properties, IEEE Transactions on Information Theory, 55(2), 2009.(SCI,EI)
Charles J. Colbourn, Hung-Lin Fu, Gennian Ge, Minimizing SONET ADMs in Unidirectional WDM Rings with Grooming Ratio $7$, SIAM J. Discrete Math., 23(1), 2008.(SCI,EI)
Yeow Meng Chee, Gennian Ge and Alan C.H. Ling, GroupdivisibleCodes and Their Application in the Construction of Optimal Constant-Composition Codes of Weight Three, IEEE Transactions on Information Theory, 54(8), 2008.(SCI,EI)
Gennian Ge, Alan C.H. Ling and Ying Miao, A Systematic Construction for Radar Arrays, IEEE Transactions on Information Theory, 54(1), 2008.(SCI, EI)
Gennian Ge and Alan C.H. Ling, On the existence of $(K_{5} \setminus e)$-designs with application to optical networks, SIAM J. Discrete Math., 21(4), 2007.(SCI,EI)
Gennian Ge, Triplewhist tournaments with the three person property, J. Combin. Theory (A), 114, 2007.(SCI)
Gennian Ge, General frame constructions for Z-cyclic triplewhist tournaments, J. Combin. Theory (A), 114, 2007.(SCI)
Gennian Ge, Ryoh Fuji-Hara and Ying Miao, Further Combinatorial Constructions for Optimal Frequency-Hopping Sequences, J. Combin. Theory (A), 113, 2006.(SCI)
Gennian Ge, E. R. Lamken and Alan C.H. Ling, Scheduling CCRR Tournaments, J. Combin. Theory (A), 113, 2006.(SCI)
J.C.Bermond, C.J.Colbourn, D.Coudert, Gennian Ge, Traffic Grooming in Unidirectional WDM rings with Grooming Ratio C=6, SIAM J. Discrete Math., 19(2), 2005.(SCI,EI)
R. J. R. Abel and Gennian Ge, Some Difference Matrix Constructions and an Almost Completion for the Existence of Triplewhist Tournaments TWh(v), European J. Combin., 26, 2005.(SCI)
Gennian Ge, Ying Miao, Lihua Wang, Combinatorial constructions for optimal splitting authentication codes, SIAM J. Discrete Math., 18(4), 2005.(SCI,EI)
Gennian Ge and Alan C.H. Ling, A systematic approach to some block design constructions, J. Combin. Theory (A), 108, 2004.(SCI)
K. T. Fang and G. Ge, A sensitive algorithm for detecting the inequivalence of Hadamard matrices, Mathematics of Computation, 73, 2004.(SCI)
G. Ge and C. W. H. Lam, Some new triplewhist tournaments TWh(v), J. Combin. Theory (A), 101, 2003.(SCI)
G. Ge, R.S. Rees and L. Zhu, Group-divisible designs with block size four and group-type $g\sp um\sp 1$ with $m$ as large or as small as possible, J. Combin. Theory (A), 98, 2002.(SCI)
Gennian Ge and Jianxing Yin, Constructions for optimal (v, 4, 1) optical orthogonal codes, IEEE Transactions on Information Theory, 47, 2001.(SCI,EI)
