1)        L. V. Dinh và N. T. Manh, On filter - regular sequences of multi - graded modules, J. Sci. HNUE, Natural sci., Vol. 53, No. 5 (2008), 3 - 8.

2)        D. V. Nhi and D. N. Minh, The total specialization of modules over a local ring, VNU Journal of Science, Mathematics - Physics 25 (2009) 39 - 45.

3)        D.V. Nhi, L. B. Thang, The power formal series and application,
J. Sci. HNUE (2006), N0 6.

4)        T. T. H. Thanh, On a mixed multiplicity type, J. Sci. HNUE, 4(2006), 3 - 11.

5)        T. T. H. Thanh, On the multiplucity of multi - graded algebras over Noetherian local rings, J. Sci. HNUE, Vol. 54, No. 1 (2009), 27 - 34.

6)        L. B. Thang, Asymptotic stability of the set attached primes ideals of module TorR₁(R/Iⁿ,A), J. Sci. HNUE, N0 4 (2006).

1)        Elkadi, A. Galligo, L. T. Ha, On parametric surfaces of low degree in PC3, in "Algebraic Geometry and Geometric Modeling, Mathematics and Visualization", M. Elkadi, B. Mourrain, R. Piene (eds.) (2006), 151 - 168, Berlin: Springer.

2)        F. Aries et A. Galligo, L. T. Ha, Using Bézier Patches of Bidegree (1,2) for Corn Leaf Modeling, Curve and Surface design, Avignon 2006, Modern Methods in Mathematics, P. Chenin, T. Lyche and L.L. Schumaker (Eds.) (2007), 21 - 30, Nashboro Press.

3)        A. Galligo, L. T. Ha, General classification of (1,2) parametric surfaces in P3, Geometric Modeling and Algebraic Geometry, B. Jüttler, R. Piene (eds.), Berlin: Springer (2008), 93 - 113.

4)        M. Chardin, Ngo Viet Trung, N. C. Minh, On the regularity of products and intersections of complete intersections, Proceedings of the American Mathematical Society 135 (2007), 1597 - 1606.

5)        N. V. Trung, N. C. Minh, Cohen - Macaulayness of powers of two - dimensional squarefree monomial ideal, Journal of Algebra 322 (2009), 4219 - 4227.

6)        Y. Nakamura, N. C. Minh, Unmixed monomial ideals of dimension two and their Cohen - Macaulay properties, Communications in Algebra 38 (2010), 1699 - 1714.

7)        Y. Nakamura, N. C. Minh, The Buchsbaum property of symbolic powers of Stanley - Reisner ideals of dimension 1, Journal of Pure and Applied Algebra 215 (2011), 161 - 167.

8)         N. V. Trung, N. C. Minh, Cohen - Macaulayness of monomial ideals and symbolic powers of Stanley - Reisner ideals, Advances in Mathematics 226 (2011), 1285 - 1306.

9)        N. C. Minh, Y. Nakamura, Buchsbaumness of ordinary powers of two dimensional square - free monomial ideals, Journal of Algebra 327 (2011), 292 - 306.

10)    N. C. Minh, Y. Nakamura, A note on the k - Buchsbaum property of symbolic powers of Stanley - Reisner ideals Tokyo Journal of Mathematics 34 (2011), 221 - 227.

11)    N. Q. Loc, G. Zwara, Regular orbit closures in module varieties, Osaka J. Math. 44 (2007), 945 - 954.

12)    N. T. Quang, D. D. Hanh, N. T. Thuy, On the axiomatics of Ann - categories, JP Journal of Algebra, Number Theory and applications, Vol. 11 (1) (2008), 59 - 72.

13)    N. T. Quang, D. D. Hanh, Homological classification of Ann - functors, East - West J. of Mathematics, Vol. 11 (2) (2009), 195 - 210.

14)    N. T. Quang, D. D. Hanh, On the braiding of an Ann - category, Asian - European Journal of Mathematics, Vol. 3 (4) (2010), 647 - 666.

15)    M. Elkadi and A. Galligo, L. B. Thang, Approximate GCD of three univariate polynomials with small degree pertubations, Journal of Symbolic computation, issue in honour of Joachim von sur Gathen, (2011).

16)    L. Busé, L. B. Thang, Matrix - based implicit representations of algebraic curves and applications, Computer Aided Geometric Design, 27 Vol. 9 (2010), 681 - 699.

17)     L. Busé and B. Mourrain, L. B. Thang, Curve/Surface intersection problem by means of matrix representation, Proceedings of the International Conference on Symbolic Numeric Computation, Kyoto, Japan. ACM, NewYork, USA (2009), 71 - 78.

18)    D. Q. Viet and T. T. H. Thanh, On (FC) - sequences and mixed
multiplicities of multi - graded algebras, Tokyo J. Math. 34, No. 1 (2011), 1 - 18.

19)     D. Q. Viet and N. T. Manh, Mixed multiplicities of multigraded modules, Forum Math (2011), DOI : 10.1515/FORM. 2011. 120.

20)    D. Q. Viet and T. T. H. Thanh, Multiplicity and Cohen - Macaulayness of fiber cones of good filtrations, Kyushu J. Math. 65 (2011), 1 - 13.

21)    D. Q. Viet and N. T. Manh, On the multiplicity of multigraded modules over Artinian local rings, Tokyo J. Math. 33 (2010), 341 - 360.

22)    D. Q. Viet and T. T. H. Thanh, The multiplicity of some blow - up algebras of equimultiple ideals, Int. J. Algebra 4(5) (2010), 221 - 232.

23)    D. Q. Viet and L. V. Dinh, On two results of mixed multiplicities, Int. J. Algebra 4(1) 2010, 19 - 23.

24)    D. Q. Viet, On the multiplicity and the Cohen - Macaulayness of fiber cones of graded algebras, J. Pure. Appl. Algebra 213 (2009), 2104 - 2116.

25)    D. Q. Viet and N. T. Manh, On the mixed multiplicities of multi - graded fiber cones, Tokyo J. Math. 31, No. 2 (2008), 399 - 414.

26)    D. Q. Viet, On the Cohen - Macaulayness of fiber cones, Proc. Amer. Math. Soc. 136, No. 12 (2008), 4185 - 4195.

27)    D. Q. Viet and N. T. Manh, Mixed multiplicities of modules over Noetherian local rings, Tokyo J. Math. 29, No. 2 (2006), 325 - 345.