LƯƠNG LÊ HẢI

A. PHẦN BẢN THÂN

B. PHẦN DANH MỤC

Bài báo

1) Gusev A.A.,  L.L. Hai, Vinitsky S.I.,  Chuluunbaatar O.,  Derbov V.L.,  Klombotskaya A.S.,  Dvoyan K.G.,  Sarkisyan H.A., Analytical and numerical calculations of spectral and optical characteristics of spheroidal quantum dots, Physics of Atomic Nuclei,  Vol. 76, No. 8, pp. 1033-1055 (2013).

2) Gusev A.A.,  Vinitsky S.I.,  Chuluunbaatar O., L.L. Hai, Derbov V.L.,  Krassovitskiy P.M., Resonant tunneling of the few bound particles through repulsive barriers, Physics of Atomic Nuclei, 2014, ISSN:0044-0027, eISSN:1562-692X/1063-7788(eng), Pleiades Publishing Inc. 76. 3. 414-438.

3) Gusev A.A.,  Chuluunbaatar O.,  L.L. Hai, Vinitsky S.I.,  Kazaryan E.M.,  Sarkisyan H.A.,  Derbov V.L., Spectral and optical characteristics of spheroidal quantum dots, Dubna-Nano 2012, Journal of Physics: Conference Series vol.393, (2012) pp. 012011-9.

4)Derbov V.L.,  Klombotskaya A.S.,  Gusev A.A., L.L. Hai, Vinitsky S.I.,  Chuluunbaatar O., Calculations of spectral and optical characteristics of spheroidal quantum dot ensembles, Proc. of SPIE, Vol. 8699, (2012) pp. 86991A-16.

5)         Vinitsky S., Gusev A., Chuluunbaatar O., L.L. Hai, Derbov V.,  Krassovitskiy P.M., Models of quantum tunneling of a diatomic molecule affected by laser pulses through repulsive barriers, Proceedings of SPIE, 2013, ISSN:0277-786X, eISSN:1996-756X, The International Society for Optical Engineering. 9031  90311D.

6)         Gusev A.,  Vinitsky S.,  Chuluunbaatar O.,  Gerdt V., Luong Le Hai, Rostovtsev V., Symbolic-numerical calculations of high-|m| Rydberg states and decay rates in strong magnetic fields, Computer Algebra in Scientific Computing, Springer-Verlag Berlin Heidelberg 2012, Lecture Notes in Computer Science vol. 7442, pp. 155–171.

7)        Gusev A.,  Vinitsky S.,  Chuluunbaatar O.,  Rostovtsev V.A.,  Luong Le Hai, Derbov V.,  Krassovitskiy P., Symbolic-numerical algorithm for generating cluster eigenfunctions: tunneling of clusters through repulsive barriers, Computer Algebra in Scientific Computing, Springer International Publishing Switzerland 2013, Lecture Notes in Computer Science vol. 8136, pp. 427–442.

8)         Gusev A.,  Vinitsky S.,  Chuluunbaatar O.,  Rostovtsev V.A., Luong Le Hai, Derbov V.,  Gozdz A.,  Klimov E., Symbolic-numerical algorithm for generating cluster eigenfunctions: identical particles with pair oscillator interactions, Computer Algebra in Scientific Computing, Springer International Publishing Switzerland 2013,  Lecture Notes in Computer Science vol. 8136, pp. 155–168.

9)          Gusev A.A., Chuluunbaatar O., Vinitsky S.I., Derbov V.L., Gozdz A., Hai L.L., Rostovtsev V.A., Symbolic-numerical solution of boundary-value problems with self-adjoint second-order differential equation using the finite element method with Interpolation Hermite polynomials, Computer Algebra in Scientific Computing, Springer International Publishing Switzerland 2014, Lecture Notes in Computer Science vol. 8660, pp. 138–154.

10)     Vinitsky S.I., Gusev A.A., Chuluunbaatar O., Luong Le Hai, Derbov V.L., Krassovitskiy P.M., Gozdz A., Symbolic numerical algorithm for solving quantum tunneling problem of a diatomic molecule through repulsive barriers, Computer Algebra in Scientific Computing, Springer International Publishing Switzerland 2014, Lecture Notes in Computer Science vol. 8660, pp. 472–490.

11)     Gusev A.A., L.L. Hai, Chuluunbaatar O.,  Ulziibayar V.,  Vinitsky S.I., Derbov V.L., Gozdz A.,  Rostovtsev V.A., Symbolic-numerical solution of boundary-value problems for the Schrodinger equation using the finite element method: scattering problem and resonance states, Computer Algebra in Scientific Computing, Springer International Publishing Switzerland 2015, Lecture Notes in Computer Science vol. 9301, pp. 182–197.

12)     A.A. Gusev, V.P. Gerdt, L.L. Hai, V.L. Derbov,
S.I. Vinitsky, and O. Chuluunbaatar, Symbolic-Numeric Algorithms for Solving BVPs for a System of ODEs of the Second Order: Multichannel Scattering and Eigenvalue Problems, Computer Algebra in Scientific Computing, Springer International Publishing 2016, Lecture Notes in Computer Science vol. 9890, pp. 212–227.

13)     A.A. Gusev, L.L. Hai, O. Chuluunbaatar, S.I. Vinitsky, and V.L. Derbov, Solution of Boundary-Value Problems using Kantorovich Method, EPJ Web of Conferences 108, 02026 (2016) DOI: 10.1051/epjconf/201610802026, Owned by the authors, published by EDP Sciences, 2016.

14)     Gusev A.A., L.L. Hai, Algorithm for Solving the Two-Dimensional Boundary Value Problem for Model of Quantum Tunneling of a Diatomic
Molecule Through Repulsive Barriers, Vestnik of  Peoples' Friendship University of Russia, Series of Mathematics. Computer science. Physics, ISSN: 0869–8732, Peoples' Friendship University of Russia 2015, N 1.

15)     Gusev A.A., L.L. Hai, Calculation Schemes for Solving Sturm–Liouville Problem by Finite-Element Method with Interpolating Hermite
Polynomials, Vestnik of  Peoples' Friendship University of Russia, Series of Mathematics. Computer science. Physics, ISSN: 0869–8732, Peoples' Friendship University of Russia 2014,  N 4.

16)     A.A. Gusev, L. Le Hai, O. Chuluunbaatar, S.I. Vinitsky, KANTBP 4M – program for solving boundary problems of the self-adjoint system of ordinary second order differential equations.
http://wwwinfo.jinr.ru/programs/jinrlib/kantbp4m/indexe.html

17) L.L. Hai, Gusev A.A., Vinitsky S.I., Scheme of effective potentials for Calculation of high-|m| Rydberg states and decay rates in strong magnetic fields, Proceedings of the international conference “Differential equations and their applications” (Belgorod, 26–31 May 2013). – Belgorod: IPK  "BelSU", 2013. p. 264.

18) Hai L.L., Symbolic-numerical calculations of high-|m| Rydberg states and decay rates in strong magnetic fields, Proceedings of "XVII Scientific Conference of Young Scientists and Specialist", 08–12 April 2013 (JINR, Dubna, Russia, 2013).

19)     Virchenko Y.P., Luong Le Hai, Estimates for solutions with compact support of the multidimensional nonlinear heat equation with a source permitting regime aggravation, ERUGINSKIE READING – 2011, thesis of reports XIV International Scientific conference of Differential equations (Novopolotsk, 12–14 May 2011), p. 143.

20)     Gusev A.A., Hai L.L., Vinitsky S.I., Chuluunbaatar O., Solution of the boundary value problem with constant-piecewise potentials, Information and Telecommunication Technologies and Mathematical Modeling of High-tech Systems, Proceedings of the conference with international participation, Moscow, Peoples' Friendship University of Russia, 18–22 April 2016.

21)     Gusev A.A., Hai L.L., Vinitsky S.I., Chuluunbaatar O., Solution of the multichannel scattering problem with constant–piecewise potentials, Information and Telecommunication Technologies and Mathematical Modeling of High-tech Systems, Proceedings of the conference with international participation, Moscow, Peoples' Friendship University of Russia, 18–22 April 2016.

22)     A.A. Gusev, O. Chuluunbaatar, S. I. Vinitsky, L. L. Hai,
V. L. Derbov, A. Gozdz, Algorithms and Programs for Solving Boundary-Value Problems for Systems of Second-Order ODEs with Piecewise Constant Potentials: Multichannel Scattering and Eigenvalue Problems, Vestnik of  Peoples' Friendship University of Russia, Series of Mathematics. Computer science. Physics, Peoples' Friendship University of Russia 2016,  N 3.

23)     A.A. Gusev, O. Chuluunbaatar, S.I. Vinitsky, L.L. Hai,
V.L. Derbov, and P.M. Krassovitskiy, Model of Diatomic Homonuclear Molecule Scattering by Atom or Barriers, Springer International Publishing AG 2016 V.M. Vishnevskiy et al. (Eds.): DCCN 2016, CCIS 678, pp. 511–524, 2016. DOI: 10.1007/978-3-319-51917-3_44.

24)     S.I. Vinitsky, A.A. Gusev, O. Chuluunbaatar,V.L. Derbov, P.M. Krassovitskiy, L.L. Hai, Three-body scattering model: diatomic homonuclear molecule and atom in collinear configuration, Saratov Fall Meeting 2016: Laser Physics and Photonics XVII; and Computational Biophysics and Analysis of Biomedical Data III, edited by Vladimir L. Derbov, Dmitry E. Postnov, Proc. of SPIE Vol. 10337, 103370J · © 2017 SPIE·CCC code: 1605-7422/17/$18·doi: 10.1117/12.2269498.

25. A.A. Gusev, O. Chuluunbaatar, S.I. Vinitsky, V.L. Derbov, L.L. Hai, E. M. Kazaryan, and H. A. Sarkisyan, “Finite element method for calculating spectral and optical characteristics of axially symmetric quantum dots”, Proc. SPIE 10717, Saratov Fall Meeting 2017: Laser Physics and Photonics XVIII; and Computational Biophysics and Analysis of Biomedical Data IV, 1071712 (26 April 2018); https://doi.org/10.1117/12.2315720.

26. Tuan V. Vu, Hien D. Tong, Truong Khang Nguyen, Chuong V. Nguyen, A.A. Lavrentyev, O.Y. Khyzhun, B.V. Gabrelian, Hai L. Luong, Khang D. Pham, Phuc Toan Dang, Dat D. Vo (2019), “Enhancement of monolayer SnSe light absorption by strain engineering: A DFT calculation”,Chemical Physics, https://doi.org/10.1016/j.chemphys.2019.01.017.

27. M. Batouche, T. Seddik, Tuan V. Vu, Khang D. Pham, Hien D. Tong, S. Uğur, G. Uğur, A.A. Lavrentyev, O.Y. Khyzhun, Hai L. Luong, A. Belfedal (2019), “Structural, electronic, optical and elastic properties of XLa₂S₄ (X = Ba; Ca): Ab initio study”,  Physica B: Condensed Matter, https://doi.org/10.1016/j.physb.2019.01.034

Đề tài nghiên cứu

1. Lương Lê Hải (cùng cộng sự) (2012), Symbolic-Numerical Calculations of High-|m| Rydberg States and Decay Rates in Strong Magnetic Fields. Đề tài khoa học cấp Nhà nước.
2. Lương Lê Hải (cùng cộng sự) (2013), Symbolic-Numerical Algorithm for Generating Cluster Eigenfunctions: Identical Particles with Pair Oscillator Interactions. Đề tài khoa học cấp Nhà nước.
3. Lương Lê Hải (cùng cộng sự) (2013), Symbolic-Numerical Algorithm for Generating Cluster Eigenfunctions: Tunneling of Clusters through Repulsive Barriers. Đề tài khoa học cấp Nhà nước.
4. Lương Lê Hải (cùng cộng sự) (2014), Symbolic-Numerical Solution of Boundary-Value Problems with Self-adjoint Second-Order Differential Equation Using the Finite Element Method with Interpolation Hermite Polynomials. Đề tài khoa học cấp Nhà nước.
5. Lương Lê Hải (cùng cộng sự) (2014), Symbolic-Numeric Algorithm for Solving the Problem of Quantum Tunneling of a Diatomic Molecule through Repulsive Barriers. Đề tài khoa học cấp Nhà nước.
6. Lương Lê Hải (cùng cộng sự) (2015), Symbolic-Numeric Solution of Boundary-Value Problems for the Schr¨ odinger Equation Using the Finite Element Method: Scattering Problem and Resonance States. Đề tài khoa học cấp Nhà nước.
7. Lương Lê Hải (cùng cộng sự) (2016), Symbolic-Numeric Algorithms for Solving BVPs for a System of ODEs of the Second Order: Multichannel Scattering and Eigenvalue Problems. Đề tài khoa học cấp Nhà nước.
8. Lương Lê Hải (cùng cộng sự) (2012), Spectral and optical characteristics of spheroidal quantum dots. Đề tài khoa học cấp Nhà nước.
9. Lương Lê Hải (cùng cộng sự) (2012), Calculations of spectral and optical characteristics of spheroidal quantum dot ensembles. Đề tài khoa học cấp Nhà nước.
10. Lương Lê Hải (cùng cộng sự) (2013), Models of quantum tunneling of a diatomic molecule affected by laser pulses through repulsive barriers. Đề tài khoa học cấp Nhà nước.
11. Lương Lê Hải (cùng cộng sự) (2013), Analytical and numerical calculations of spectral and optical characteristics of spheroidal quantum dots. Đề tài khoa học cấp Nhà nước.
12. Lương Lê Hải (cùng cộng sự) (2014), Resonant tunneling of the few bound particles through repulsive barriers. Đề tài khoa học cấp Nhà nước.
13. Lương Lê Hải (cùng cộng sự) (2017), Model of Diatomic Homonuclear Molecule Scattering by Atom or Barriers. Đề tài khoa học cấp Nhà nước.