喬虎生,男,1974年4月生,甘肅靈台人。2000年參加工作,2003-2005年在蘭州大學攻讀博士學位,2006-2008年在浙江大學博士後流動站工作,2010年破格晉升為教授。受留學基金委面上項目資助,作為國家公派訪問學者,2012.11-2013.11在加拿大Wilfrid Laurier大學進行學術交流,主要研究方向是基礎數學專業的半群代數理論。
基本介紹
- 中文名:喬虎生
- 畢業院校:蘭州大學
- 學位/學歷:博士
- 專業方向:半群代數理論
學術成就,獲獎,項目,著作,
學術成就
2002年開始發表論文,迄今已在國家級期刊以及SCI收錄期刊發表論文20餘篇, 所研究的問題大多與國際同行所提的公開問題有關,目前回答了半群的S-系領域國際同行提出的五個公開問題。代表性論文如下:
1. H. S. Qiao, L. M Wang and X. Ma, Every class of S-acts having a flatness property is closed under directed colimits,Bull. Iranian Math. Soc.,2016,42(2), 341-351.
2. H. S. Qiao and C. Q Wei, On some open problems of Mahmoudi and Renshaw,Bull. Korean Math. Soc.; 2014, 51(4): 1015-1022.
3. H. S. Qiao, L.M. Wang,Strongly W-Gorenstein modules,Czechoslovak Mathematical Journal, 2013, 63(138)(2): 441-449.
4. H. S. Qiao and C. Q Wei, On a generalization of principal weak flatness property,Semigroup Forum, 2012, 85(1): 147-159.
5. H. S. Qiao, L.M. Wang,On flatness covers of cyclic acts over monoids, Glasgow Mathematical Journal, 2012, 54(1): 163-167.
6. H. S. Qiao and F. Li, On Monoids for Which all Condition (P) Acts are Strongly Flat, Communications in Algebra, 2009, 37 (1), 234-241.
7. H. S. Qiao and Z. K. Liu,On the homological classification of pomonoids by their Rees factor S-posets, Semigroup Forum, 2009, 79(2) : 385-399.
8. H. S. Qiao and F. Li, The flatness properties of S-poset A(I) and Rees factor S-posets, Semigroup Forum, 2008, 77(2): 306-315.
9.H. S. Qiao, L. M. Wang and Z.K. Liu, On Some New Characterizations of Right Cancellative Monoids by Flatness Properties,Arabian Journal for Science and Engineering,32(2007),75-82
10. H. S. Qiao and F. Li, When all S-posets are principally weakly flat, Semigroup Forum, 75 (2007), 536-542.
11.H. S. Qiao, L.M. Wang and Z.K. Liu,On Flatness Properties of Torsion Free Right Rees Factor Acts,Semigroup Forum,73(2006), 470-474.
12.H. S. Qiao, Some New Characterizations of Right Cancellative Monoids by Condition (PWP), Semigroup Forum, 71(2005),134-139.
13.H. S. Qiao and L. Li, Some Conditions on Monoids for Which Condition (P) Acts are Strongly Flat, Communications in Algebra, 2004, 32 (12),4795-4807.
14. H. S. Qiao, Strong Flatness Properties of Right S-acts Satisfying Condition (P), Communications in Algebra, 2002, 30(9), 4321-4330.
1. H. S. Qiao, L. M Wang and X. Ma, Every class of S-acts having a flatness property is closed under directed colimits,Bull. Iranian Math. Soc.,2016,42(2), 341-351.
2. H. S. Qiao and C. Q Wei, On some open problems of Mahmoudi and Renshaw,Bull. Korean Math. Soc.; 2014, 51(4): 1015-1022.
3. H. S. Qiao, L.M. Wang,Strongly W-Gorenstein modules,Czechoslovak Mathematical Journal, 2013, 63(138)(2): 441-449.
4. H. S. Qiao and C. Q Wei, On a generalization of principal weak flatness property,Semigroup Forum, 2012, 85(1): 147-159.
5. H. S. Qiao, L.M. Wang,On flatness covers of cyclic acts over monoids, Glasgow Mathematical Journal, 2012, 54(1): 163-167.
6. H. S. Qiao and F. Li, On Monoids for Which all Condition (P) Acts are Strongly Flat, Communications in Algebra, 2009, 37 (1), 234-241.
7. H. S. Qiao and Z. K. Liu,On the homological classification of pomonoids by their Rees factor S-posets, Semigroup Forum, 2009, 79(2) : 385-399.
8. H. S. Qiao and F. Li, The flatness properties of S-poset A(I) and Rees factor S-posets, Semigroup Forum, 2008, 77(2): 306-315.
9.H. S. Qiao, L. M. Wang and Z.K. Liu, On Some New Characterizations of Right Cancellative Monoids by Flatness Properties,Arabian Journal for Science and Engineering,32(2007),75-82
10. H. S. Qiao and F. Li, When all S-posets are principally weakly flat, Semigroup Forum, 75 (2007), 536-542.
11.H. S. Qiao, L.M. Wang and Z.K. Liu,On Flatness Properties of Torsion Free Right Rees Factor Acts,Semigroup Forum,73(2006), 470-474.
12.H. S. Qiao, Some New Characterizations of Right Cancellative Monoids by Condition (PWP), Semigroup Forum, 71(2005),134-139.
13.H. S. Qiao and L. Li, Some Conditions on Monoids for Which Condition (P) Acts are Strongly Flat, Communications in Algebra, 2004, 32 (12),4795-4807.
14. H. S. Qiao, Strong Flatness Properties of Right S-acts Satisfying Condition (P), Communications in Algebra, 2002, 30(9), 4321-4330.
獲獎
(1) 環的冪級數擴張研究,甘肅省科技進步二等獎,2003年.
(2) 廣義冪級數環理論研究,甘肅省高等學校科技進步一等獎,2006年.
(3) 利用S-系方法對么半群的研究,2006年首屆甘肅省青年科技創新行動個人一等獎.
(4)廣義冪級數環理論研究,甘肅省自然科學二等獎,2007年.
(5)半群的表示與環理論,甘肅省高等學校科技進步三等獎,2010年.
(6)復形的相對同調代數,甘肅省自然科學三等獎,2012年.
(7)復形的Gorenstein同調維數及Ding導出範疇, 甘肅省高校科技進步一等獎, 2014.
(2) 廣義冪級數環理論研究,甘肅省高等學校科技進步一等獎,2006年.
(3) 利用S-系方法對么半群的研究,2006年首屆甘肅省青年科技創新行動個人一等獎.
(4)廣義冪級數環理論研究,甘肅省自然科學二等獎,2007年.
(5)半群的表示與環理論,甘肅省高等學校科技進步三等獎,2010年.
(6)復形的相對同調代數,甘肅省自然科學三等獎,2012年.
(7)復形的Gorenstein同調維數及Ding導出範疇, 甘肅省高校科技進步一等獎, 2014.
項目
1. 國家自然科學基金項目:S-系的覆蓋、包絡與同調代數;起止年月:2015.01-2018.12. (主持)
2. 國家自然科學基金項目:有限生成系的平坦覆蓋與同調代數;起止年月:2010.01-2012.12. (主持)
3. 教育部高等學校博士學科點專項科研基金項目:S-系的包絡與同調代數;起止年月:
2010. 01-2012.12.(主持)
4. 甘肅省隴原青年創新人才扶持計畫項目:S-系理論與Operads; 2012.01-2014.12.(主持)
5. 甘肅省教育廳研究生導師項目:序半群的結構與序S-系方法研究;起止年月:2008.7-2010.7. (主持)
6. 西北師範大學“知識與科技創新”第二批科研骨幹培育項目: 半群的表示與代數;起止年月:2009.1-2010.12.(主持)
7. 國家自然科學基金項目:Hopf代數上的Gorenstein同調性質; 起止年月:2011.01-2013.12. (第一參與人)
8. 國家自然科學基金項目:Groenstein同調理論和Quillen模型結構; 起止年月: 2012.01-2014.12. (第一參與人)
著作
半群的S-系理論(第二版),科學出版社,2008.3.