Seminars and Workshops 

• Winter semester 2025-2026

In this semester we learn about Algebraic Geometry!!! (to be updated)

•  Summer 2025

In this semester we learn about some techniques from Differential Geometry. Furthermore, we discuss about:

+ Localization theory and applications

+ Jet differentials and applications

+ Differential powers of monomial ideals and applications

• Winter semester 2024-2025

In this semester we learn a lecture course "Algebraic Geometry" given by Prof. Dr. P. H. Hai. Also, we discuss about:

+ Macaulay inverse systems, differential techniques in projective geometry

+ How to construct a low-degree hyperbolic hypersurface in P^n(C),  and the generalized Borel's theorem.

+ Uniformity property of finite sets of points and related problems.

• Summer 2024

In this semester we learn about finite sets of points, the Walschmidt constant, the value distribution theory, the main theorems in the hyperbolic problem.

• Winter semester 2023-2024

In this semester we learn further topics in Computer Algebra: Gröbner bases, border bases, graphs

and their associated ideals.

• Summer 2023

In this semester we learn several topics in Computer Algebra: ideals in a polynomial ring, symbolic powers of an ideal, radical of an ideal, Gröbner bases and their applications.

• Winter semester 2022-2023

In this semester we investigate some algebraic invariants for sets of points in a multi-projective space.

• Summer 2022

In this semester we learn about finite sets of points in a multi-projective space and their Hilbert functions.

Research Topics for Students

1. Finite sets of points and evaluation codes (P.T.T. Nhan - MSc-2025)

2. Applying differential methods to investigate zero-dimensional schemes (N.T. Hoa - MSc-2025)

3. The Walschmidt constant of six points in the projective plane (L.T.X. Quynh - MSc-2025)

4. Gröbner basis Cryptosystems (L.V. Hieu - BSc-2025)

5. Some algebraic invariants for graphs (L.T.T. Ngan - BSc-2023)

6. Edge ideals of some special graphs (M.T.A. Ly - BSc-2023)

7. Computing the radial of a zero-dimensional ideal and applications (N.T.H. Ly - MSc-2022)

8. Bounder of Hilbert functions of Kähler differents in P^2xP^2 (P.T.T. Nhan -BSc-2022)

9. Complete intersection sets in P^1xP^2 (N.T. Hoa - BSc-2022)

10. The Cayley-Bacharach property for a finite set of points in P^1xP^2 (N.T.P. Nhi - BSc-2022)

11. Fat point schemes supported at a complete intersection in P^2 (N.V. Cuong - BSc-2020)

12. Hilbert functions of sets of double points in P^1xP^1 (L.T.X. Quynh - BSc-2020)

13. Separated polynomials of finite sets of points in P^1xP^1 (T.T.H. Anh - BSc-2020)

14. Computing minimal systems of polynomial ideals (N.T. Phuong - MSc-2019)

15. Several aspects of border bases (N.T. Thu - BSc-2019)

16. The Kähler differents for finite sets of points in P^mxP^n (T.T. My - MSc-2017) 

Some Useful Pages

Hue-Uni: https://hueuni.edu.vn/portal/vi/

GAA = Geometry-Algebra-Analysis: https://sites.google.com/view/hue-gaa-seminar

Arxiv: https://arxiv.org/

Hue-Math-Department: http://khoatoan.dhsphue.edu.vn/

FIM-Uni-Passau: https://www.fim.uni-passau.de/

GradeSystem-SPHue: http://htql.dhsphue.edu.vn/diemsv/ql/

Online-Teaching-SPHue: https://sph-e.dhsphue.edu.vn/default.aspx

ScienceAdmin-Hue-Uni: http://qlkh.hueuni.edu.vn/

DichVuCong: https://dichvucong.moet.gov.vn/web/guest/home

Useful Web-site for High School Students

https://loigiaihay.com/