 |
| Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsx | 255 | | Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsb | 255 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsx | 256 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsb | 256 |
|
|
| Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsx | 255 | | Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsb | 255 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsx | 256 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsb | 256 |
|
|
|
| Hiện không có sự kiện sắp diễn ra.
|  |
| Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsx | 255 | | Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsb | 255 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsx | 256 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsb | 256 |
|
|
|
| Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsx | 255 | | Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsb | 255 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsx | 256 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsb | 256 |
|
|
| Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsx | 255 | | Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsb | 255 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsx | 256 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsb | 256 |
|
|
|
 |
|
|
|
|
|
|
| Lê Thị Thanh Nhàn |
|
17/12/2009
|

|
Lê Thi Thanh Nhàn |
|
Date of Birth
Institution
Phone
Email
Citizenship |
23/03/1970
Thai Nguyen College of Sciences
0915643746
trtrnhan@yahoo.com, nhanltt@tnu.edu.vn
Thừa Thiên - Huế, Vietnam |
Education:
- Bachelor degree in Analysis, under Direction of Assoc. Professor Tran Dien Hien, at Thai Nguyen College of Education, 1986-1990.
- Master thesis in Group Theory, under Direction of Assoc. Professor Phan Doan Thoai, at Hanoi University of Education, 1993-1995.
- PhD thesis in Commutative Algebra, under Direction of Professor Nguyen Tu Cuong, at Hanoi Institute of Mathematics, 1998-2001.
Positions:
- Lecturer of Department of Mathematics, Thai Nguyen College of Education from 1990 to 2002 (Head of Algebra Division from 4/2002 to 10/2002).
- Head of Training and Scientific Research Office, Thai Nguyen College of Sciences from 10/2002 to 03/2009.
- Associate Professor since 2005.
- Deputy Director of Thai Nguyen College of Sciences since 03/2009.
Scientific activities:
- Thành viên Ban chấp hành Hội toán học Việt Nam nhiệm kì 2008-2014. http://www.vms.org.vn/intro/DanhSachBCHK6.htm
- Thành viên Hội đồng Khoa học của Quỹ phát triển Khoa học và Công nghệ Quốc gia (Nafosted) nhiệm kì 2009-2012. http://www.nafosted.gov.vn/panels/math.php
- Cộng tác viên khoa học (regular associate member) của ICTP, Trieste, Italy giai đoạn 2009-2014. http://assoc.ictp.it/associateship-scheme/list-associates/
Awards:
- Math. Institute Scientific Prize 2007;
- Kovalevskaia Prize 2011.
Cảm ơn bạn Bích Nguyên đã có bài viết hay về giải thưởng của mình: http://bienphong.com.vn/BaoBienPhong/32/353/353/13831/Say-me-lam-nen-thanh-cong/bbp.aspx
28. Le Thanh Nhan, Nguyen Thi Kieu Nga, Pham Huu Khanh, Some loci of a finitely generated module over Noetherian local rings. Preprint.
27. Markus Brodmann; Le Thanh Nhan, On Cohen-Macaulay canonical modules. Preprint.
26. Le Thanh Nhan; Nguyen Van Hoang, A finiteness property for attached primes of certain local cohomology modules. Preprint.
25. Nguyen Thi Hong Loan; Le Thanh Nhan, On generalized Cohen-Macaulay canonical modules, Preprint.
24. Le Thanh Nhan; Tran Do Minh Chau, Noetherian dimension and co-localization of Artinian modules over local rings. Algebra Colloquium (SCIE), 2012.
23. Le Thanh Nhan; Nguyen Thi Dung, A finiteness result for attached primes of certain tor-modules, Algebra Colloquium (SCIE), 2012.
22. Le Thanh Nhan; Tran Do Minh Chau, On the top local cohomology modules, Journal of Algebra (SCI), 349 (2012), 342-352.
21. Nguyen Tu Cuong; Le Thanh Nhan; Nguyen Thi Kieu Nga, On pseudo supports and non Cohen-Macaulay locus of a finitely generated module, Journal of Algebra (SCI), 323 (2010), 3029--3038.
20. Le Thanh Nhan; Tran Nguyen An, On the catenaricity of Noetherian local rings and quasi unmixed Artinian modules, Communications in Algebra (SCI), 38 (2010), 3728-3736.
19. Le Thanh Nhan; Tran Nguyen An, On the unmixedness and universal catenaricity of local rings and local cohomology modules, Journal of Algebra (SCI), 321 (2009), no. 1, 303--311.
18. Markus Brodmann; Le Thanh Nhan, A finiteness result for associated primes of certain ext-modules, Communications in Algebra (SCI), 36 (2008), no. 4, 1527--1536.
17. Nong Quoc Chinh; Le Thanh Nhan, On the associated primes and the support of local cohomology modules, Algebra Colloquium (SCIE) 15 (2008), no. 4, 599--608.
16. Nguyen Tu Cuong; Nguyen Thi Dung; Le Thanh Nhan, Top local cohomology and the catenaricity of the unmixed support of a finitely generated module. Communications in Algebra (SCI) 35 (2007), no. 5, 1691--1701.
15. Nguyen Tu Cuong; Nguyen Thi Dung; Le Thanh Nhan, Generalized co-Cohen-Macaulay and co-Buchsbaum modules, Algebra Colloquium (SCIE) 14 (2007), no. 2, 265--278.
14. Le Thanh Nhan, A remark on the monomial conjecture and Cohen-Macaulay canonical modules, Proc. Amer. Math. Soc. (SCI) 134 (2006), no. 10, 2785--2794.
13. Le Thanh Nhan; Marcel Morales, Generalized $f$-modules and the associated primes of local cohomology modules, Communications in Algebra (SCI) 34 (2006), no. 3, 863--878.
12. Le Thanh Nhan, On generalized regular sequences and the finiteness for associated primes of local cohomology modules, Communications in Algebra (SCI) 33 (2005), no. 3, 793--806.
11. Nguyen Tu Cuong; Marcel Morales; Le Thanh Nhan, The finiteness of certain sets of attached prime ideals and the length of generalized fractions, Journal of Pure and Applied Algebra (SCI) 189 (2004), no. 1-3, 109--121.
10. Le Thanh Nhan; Nguyen Thi Dung, On generalized co-Cohen-Macaulay and co-Buchsbaum modules over commutative ring, Vietnam J. Math. 32 (2004), no. 1, 113-118.
9. Nguyen Tu Cuong; Le Thanh Nhan Pseudo Cohen-Macaulay and pseudo generalized Cohen-Macaulay modules. Journal of Algebra (SCI) 267 (2003), no. 1, 156--177.
8. Nguyen Tu Cuong; Marcel Morales; Le Thanh Nhan, On the length of generalized fractions, Journal of Algebra (SCI) 265 (2003), no. 1, 100--113.
7. Le Thanh Nhan; Marcel Morales, On length of generalized fractions $1/(x_1^n,\dots, x_d^n,1)$, Vietnam J. Math. 31 (2003), no. 4, 359-365.
6. Nguyen Tu Cuong; Le Thanh Nhan, On representable linearly compact modules, Proc. Amer. Math. Soc. (SCI) 130 (2002), no. 7, 1927--1936.
5. Nguyen Tu Cuong; Le Thanh Nhan, On the Noetherian dimension of Artinian modules, Vietnam J. Math. 30 (2002), no. 2, 121-130. PDF file
4. Le Thanh Nhan, Dimension and width of linearly compact modules and the co-localization of Artinian modules, Vietnam J. Math. 29 (2001), no. 2, 165-177.
3. Nguyen Tu Cuong, Nguyen Thai Hoa and Le Thanh Nhan, Modules whose local cohomology modules have generalized Cohen-Macaulay Matlis duals, East-West J. Math. 3 (2001), no. 2, 109-123.
2. Nguyen Tu Cuong; Le Thanh Nhan, On representable linearly compact modules, Vietnam J. Math. 28 (2000), no. 3, 291-294.
1. Nguyen Tu Cuong; Le Thanh Nhan, Dimension, multiplicity and Hilbert function of Artinian modules, East-West J. Math. 1 (1999), no. 2, 179-196.
Books:
1. Lê Thanh Nhàn (Chủ biên), Vũ Mạnh Xuân, Giáo trình lý thuyết nhóm, NXB Đại học Quốc gia Hà Nội, 2010.
02/12/2009
5. Nguyen Thi Kieu Nga (2009-2013), On local cohomology modules and applications, Advisor 1: Assoc. Prof. Le Thanh Nhan, Advisor 2: Dr. Nguyen Thi Hong Loan.
4. Tran Do Minh Chau (2010-2013), Associated primes and attached primes, Advisor 1: Assoc. Prof. Le Thanh Nhan, Advisor 2: Prof. Le Van Thuyet.
3. Nguyen Tuan Long (2008-2012), On the Hilbert coefficients with parameter ideals, Advisor 1: prof. Nguyen Tu Cuong, Advisor 2: Assoc. Prof. Le Thanh Nhan.
2. Tran Nguyen An (2007-2011), The catenarity and local cohomology modules, Advisor 1: Prof. Nguyen Tu Cuong, Advisor 2: Assoc. Prof. Le Thanh Nhan.
1. Nguyen Van Hoang (2004-2009), On the finiteness properties of generalized local cohomology modules, Advisor 1: Prof. Nguyen Tu Cuong, Advisor 2: Assoc. Prof. Le Thanh Nhan. 01/12/2009
20. Nguyen Viet Hung, Dimension and Hilbert polynomials of Artinian modules (11/2012)
19. Nguyen Ha Linh, On the decomposition of polynomials into irreducible polynomials (11/2012)
18. Lien, On Fundamental Theorem of Algebra (08/2012)
17. Nguyen Thi Yen, Permutation polynomials modulo a power of 2 (08/2012).
16. Giap Xuan Truong, On the top local cohomology modules (08/2012).
15. Nguyen Ngoc Bien, The division algorithm of polynomials in several variales (11/2011).
14. Nguyen Viet Huong, Pseudo supports and non Cohen-Macaulay locus (11/2011).
13. Nguyen Huu Phuc, Historical aspects of the resolusion of algebraic equations (8/2011).
12. Pham Thi Lan, Field theory and the constructions with straightedge and compass (11/2010).
11. Tran Van Hai, On the catenaricity of local rings and quasi unmixed Artinian modules (11/2010).
10. Pham Mai Lan, On the Serre subcategories and local cohomology modules (11/2009).
9. Nguyen Tuyet Nga, On the theory of groups and applications in elementary mathematics (12/2009).
8. Phi Hong Van, On dimension and multiplicity of local cohomology modules (10/2008).
7. Pham Quang Thuan, Top local cohomology modules and catenarity of unmixed supports (10/2008).
6. Tran Do Minh Chau, On linear growth of primary decompositions (11/2007).
5. Bui Thi Hong Van, On the finiteness of associated primes of certain Ext and Tor-modules (11/2007).
4. Nguyen Que Phuong, Artinian modules and the theory of secondary representation (11/2007).
3. Hoang Van Tung, The asymptotic behaviour of associated primes of multigraded modules (10/2005).
2. Tran Cam Binh, Filter regular sequences and filter modules (11/2003).
1. Vu Viet Than, On modules of inverse polynomials (11/2002). 27/11/2009
Field of Research: Mathematics (Commutative Algebra)
- Structure of Rings and Modules;
- Local Cohomology Modules;
- Associated Primes and Attached Primes.
Scientific talks at foreign universities and conferences:
- Seminar on Algebra and Geometry, Institute Fourier (France) from April to July - 2000, from April to July - 2001, From April to May - 2003, from April to May - 2004.
- International Conference on Commutative Algebra, Grenoble (France), July 9-13, 2001.
- Seminar on Algebra and Geometry, ICTP (Italy) from June to September - 2003, from June to September - 2004, from June to September - 2005, from May to August - 2006.
- Seminar on Algebra and Geometry, Sinica Institute of Mathematics (Taiwan), December - 2003.
- Seminar on Algebra and Geometry, Zurich University (Switzerland), September - 2006.
- The 6th Japan-Vietnam Joint Seminar on Commutative Algebra, Tokyo (Japan), December - 2010. 12/11/2009
Là chủ nhiệm đề tài cấp nhà nước:
Nafosted 2012-2014: Tính Cohen-Macaulay, tính catenary và môđun đối đồng điều địa phương (mã số 101.01.2001.20).
Nafosted 2009-2011: Môđun đối đồng điều địa phương và ứng dụng (mã số: 101.01.33.09).
Là chủ nhiệm các đề tài cấp bộ và cấp đại học:
B2007-2008: Một số vấn đề cơ bản trong đại số giao hoán.
B2005-2006: Dãy chính quy suy rộng và môđun đối đồng điều địa phương.
| Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsx | 255 | | Xem trong Trình duyệt Web | /_layouts/images/ichtmxls.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&DefaultItemOpen=1 | 0x0 | 0x1 | FileType | xlsb | 255 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsx | 256 | | Hình chụp nhanh trong Excel | /_layouts/images/ewr134.gif | /sites/nhanltt/_layouts/xlviewer.aspx?listguid={ListId}&itemid={ItemId}&Snapshot=1 | 0x0 | 0x1 | FileType | xlsb | 256 |
|
|
|
|
|
|
|
|