Conference
Trường “Inverse Problems and Deep Learning (Bài toán ngược và học sâu)”
Hà Nội, 25 – 29/3/2019
Conference
Trường “Inverse Problems and Deep Learning (Bài toán ngược và học sâu)”
Hà Nội, 25 – 29/3/2019
Conference
Trường “Inverse Problems and Deep Learning (Bài toán ngược và học sâu)”
Hà Nội, 25 – 29/3/2019
Seminar on Analysis
A new proof for quasi-equilibrium problems and fixed point theorems of the sum of l.s.c and u.s.c mappings
Báo cáo viên: Nguyễn Xuân Tấn
Seminar on Numerical Analysis and Scientific Computing
Existence of solutions of polynomial vector variational inequalities
Speaker: Vu Trung Hieu
Seminar on Algebra and Number Theory
Shalika germs and their application to relative trace formula
Speaker: Do Viet Cuong
Conference
Trường “Inverse Problems and Deep Learning (Bài toán ngược và học sâu)”
Hà Nội, 25 – 29/3/2019
Seminar on Probability and Mathematical Statistics
Edgeworth expansion and its applications
Báo cáo viên: Phạm Việt Hùng
Conference
Trường “Inverse Problems and Deep Learning (Bài toán ngược và học sâu)”
Hà Nội, 25 – 29/3/2019
Conference
Trường “Inverse Problems and Deep Learning (Bài toán ngược và học sâu)”
Hà Nội, 25 – 29/3/2019
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Highlights
| 08/11/24, Conference: School and Workshop “Selected topics in Arithmetic Algebraic Geometry” |
| 29/11/24, Conference: ICTP and Vietnamese Science: Celebrating 60 Years of Collaborations |
| 02/12/24, Conference: International workshop on “Commutative Algebra and related Combinatoric structures” |
New Scientiffic Publications
- D. T. K. Huyen, J.-C. Yao, Nguyen Dong Yen, Characteristic sets and characteristic numbers of matrix two-person games, Journal of Global Optimization, Volume 90, pages 217–241, (2024), (SCI-E, Scopus).
- Du Thi Thu Trang, Ho Minh Toan, Hoang Phi Dung, Representation of positive polynomials on a generalized strip and its application to polynomial optimization, Optimization Letters 18 (2024), no. 7, 1727–1746, (SCI-E, Scopus).
- Nguyen Cong Minh, Vũ Quang Thanh, A Characterization of Graphs Whose Small Powers of Their Edge Ideals Have a Linear Free Resolution, Combinatorica, Volume 44, pages 337–353, (2024), (SCI-E, Scopus).
