NCG-GLP Papers and Special Theses

NCG-GLP Papers and Special Theses

NCG-GLP
Papers and Special Theses

Mục lục
NCG-GLP PST.

• 34-052010, Do Ngoc Diep, Derived category of $\mathcal A$-branes, to appear.
  
• 33-052010, Do Ngoc Diep, Quantization of Fields and Automorphic Representations, to appear.
  
• 32-122009, Huynh Van Duc, Do Ngoc Diep, Bui Doan Khanh, An algebraic approach building quantum algorithms, to appear in Tap chi Ung dung Toan hoc, in vietnamese.
  
• 31-122009, Do Ngoc Diep, A quantization procedure of fields based on Geometric Langlands Correspondence, IJMMS
  
• 30-09, Ngyễn Văn Cường, Tính K-khớp của C*-đại số thu gọn của nhóm ròi rạc đếm được, http://groups.yahoo.com/group/ncghn/files/LuanVanNVCuong.pdf
• 29-092009, Nguyen Van Minh, Cấu trúc đa tạp trên các khung cầu chặt trong C*-module Hilbert hữu hạn sinh, http://groups.yahoo.com/group/ncghn/files/LuanVan_Caohoc%28MINH%29.pdf
• 28-09, Nguyễn Đăng Mạnh, KK-lý thuyết đẳng biến và cấu trúc của C*-đại số của không gian thuần nhất, luận văn Thạc sĩ, slides trình chiếu http://groups.yahoo.com/group/ncghn/files/Manh_Thesis_Beamer.pdf hoặc toàn văn http://groups.yahoo.com/group/ncghn/files/Manh_Thesis.pdf

• 27-08, Do Ngoc Diep and Ha Dai Ton, On the electric-magnetic Goddard-Nuyts-Olive duality for the, Vietnam J. of Math. , 2009, No 4,
  

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• 01-07, Do Ngoc Diep, Category of non-commutative CW complexes link
• 02-07, Do Ngoc Diep, Dao Vong Duc, Ha Vinh Tan and Nguyen Ai Viet, Convolution-wedge products of fields, Nha Trang Conf. 2007 Proceedings link
• 03-07, Do Ngoc Diep, Category of non-commutative CW complexes II link
• 04-07, Do Ngoc Diep, Category of non-commutative CW complexes III link
• 05-07, Nguyễn Trung Kiên, Công thức Plancherèl trên nhóm SO(3) và nhóm lượng tử SO(3)q link
• 06-07, Hà Đại Tôn, Đối ngẫu Goddard-Nuyts-Olive cho cặp SO(3) --- Sp(1) link
• 07-07, Nguyễn Thu Hằng, Biểu diễn nhóm Lie compắc và nhóm lượng tử SO(3)q link
• 08-07, Vũ Xuân Nhâm, Biểu diễn unita và vành đặc trưng của nhóm đối xứng link
• 09-07, Ngô Văn Định, Vành biểu diễn của nhóm tuyến tính tổng quát link
• 10-07, Đỗ Đức Hạnh, Deformation quantization and quantum coadjoint orbits of SL(2,R) link
• 11-07, Nguyễn Văn Bồng, Diện Riemann và Định lý Riemann-Roch link
• 12-07, Đỗ Ngọc Diệp, Nhóm Lie và Đại số Lie, Master course notes (in progress) link
• 13-07, Đỗ Ngọc Diệp, Hình học vi phân, Master course notes (in progress) link
• 14-07, Dương Minh Thanh, Fedosov's method for deformation quantization on coadjoint orbits of solvable Lie groups corresponding to almost abelian algebras of dimension 5 link
• 15-07, Do Ngoc Diep, Introduction to Harmonic Analysis, Master course notes (in progress) link
• 16-08, LêThanh Hiếu, Phân loại các biểu diễn bất khả quy của nhóm trực giao link
• 17-08, Do Duc Hanh, Morita equivalence in Operator algebra, Geometry and Quantization link
• 18-08, Do Duc Hanh, Poisson Sigma Model and Quantization, link
• 19-08, Le Anh Vu and Duong Quang Hoa, The topology of foliations formed by the generic K-orbits of a subclass of the indecomposable MD5-groups link
• 20-08, Le Anh Vu and Kar Ping Shum, Classification of 5-dimensional MD-algebras having commutative derived ideals link
  
• 21-08, Huynh Van Duc, Bui Doan Khanh and Do Ngoc Diep, Pattern Search Quantum Algorithms (to appear)
• 22-08, Do Ngoc Diep, Dao Vong Duc, Ha Vinh Tan and Nguyen Ai Viet, Moving frames and fiber bundles over (3+1)D spacetime, Comm. in Physics, Suplement, 17(2007), 36-46.
• 23-08, Do Ngoc Diep, Dao Vong Duc, Ha Vinh Tan and Nguyen Ai Viet, Extended Kaluza-Klein unification model with mixed compactification. Nha Trang Phys.Conf. 2007 Proceedings; Comm. in Physics, 18(2008), 129-135.
• 24-08, Do Ngoc Diep, Dao Vong Duc, Ha Vinh Tan and Nguyen Ai Viet, Convolution-wedge product of fields, Comm. in Physics, 18(2008), No 2, 111-118.

• 25-08, Do Ngoc Diep, Dao Vong Duc, Ha Vinh Tan and Nguyen Ai Viet, Field equations in General Relativity with internal symmetry, Da Nang Phys. Conf. 2008; Comm. in Physics, 19(2009), No 4.
  

• 26-08, Do Ngoc Diep, Dao Vong Duc, Ha Vinh Tan and Nguyen Ai Viet, Geometry of Quantum Fields: Mirror Symmetry and Geometric Langlands Correspondence, Da Nang Phys. Conf. 2008 (Lecture Notes in preparation), Comm. in Physics, 19(2009), No 4.
  
  
  
  
  
  
  
  
  
  

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Research Group "Noncommutative Geometry"

• Noncommutative Geometry
• Noncommutative Topology
• Quantum Topology
• Representation Theory
• Quantum Computers
• Geometric Langlands Program
• Group C*-algebras
• Orbit Method
• Geometric Quantization
• Defornmatuion Quantization
• KK-Theory
• Cyclic (co)homology Theories
• Chern characters

Active members:









Prof. DSc. Do Ngoc Diep (VN-HMI, VAST)

• MS. Tran Thi Mai Huong (Quy Nhon Univ., 2010)
• MS. Huynh Thi Phuong Nga (Quy Nhon Univ., 2009)
• MS. Phan Trong Vi~ (Vietnam Natl. Univ., Hanoi, 2008),
• MS. Nguyen Dang Manh (Vietnam Natl. Univ., Hanoi, 2008),
• MS. Nguyen Van Minh (Vietnam Natl. Univ., Hanoi, 2008),
• MS. Nguyen Van Cuong (Vietnam Natl. Univ., Hanoi, 2008),
• MS. Nguyen Thu Hang (Thai Nguyen Univ.), MS. Nguyen Trung Kien (Vietnam Natl. Univ., Hanoi), MS. Ha Dai Ton (Thai Nguyen Univ.),
• MS. Le Thanh Hieu (Quy Nhon Univ.),MS. Nguyen Van Bong (Tay Nguyen Univ.),
• MS. Nguyen Van Dinh (Thai Nguyen Univ.),
• MS. Nguyen Van Nham (Industry College, Hanoi),
• MS. Do Duc Hanh (Univ. Berkeley, USA)
• MS. Truong Chi Trung (Vinh Univ.), MS. Ngo Manh Hung (Moscow)

• MS. Huynh Van Duc (Univ. of Economics, HCM-City)
• MS. Nguyen Quoc Tho (Vinh Univ.), MS. Nguyen Quoc Tho (Vinh Univ.)
  
  
  

• Dr.(2001) Nguyen Viet Hai (Hai Phong Univ.)
• Associate Prof. Dr. (2001) Job Nable (The Philippines)
• Dr.(1999) Nguyen Van Thư (Office, VAST)
• Associate Prof. (2007) Dr. (1993) Tran Vui (Hue Univ.)
• Associate Prof. (2004) Dr. (1995)Tran Dao Dong (Hue Univ.)
• Associate Prof. (2006) Dr.(1990) Le Anh Vu (Univ. of Education, HCM-City),
• Dr. (1984) Ho Huu Viet (VinCon)

Research Group "Geometry and Physics"

We are interested in:

• Geometry and Foundation of Physics
• String Theory
• Membrane Theory
• Electric-Magnetic Dualiy
• DNA
  
• etc.
  

• Prof. DSc. Do Ngoc Diep (VN-HMI, VAST)
• Prof. DSc. Acad. Dao Vong Duc (IOP, VAST)
• Prof. Dr. Ha Vinh Tan (IOP, VAST)
• Prof. DSc. Nguyen Ai Viet (IOP, VAST)