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GS. TSKH Trần Văn Nhung, Khoa Toán – Cơ – Tin học, ĐHKHTN

Năm sinh: 1948

Nơi công tác: Bộ Giáo dục - Đào tạo, Bộ môn Toán Sinh – Khoa Toán – Cơ – Tin học

Chuyên ngành: Phương trình vi phân

Các công trình đã công bố trên các Tạp chí Quốc gia, Quốc tế và đăng trong Tuyển tập Hội nghị khoa học Quốc gia, Quốc tế:

  1. Tran Van Nhung, 1979. Lyapunov’s exponent of a stochastic process and the stability of the systems of linear differential equations with random matrices; Bull. Math. Soc. Sci. Math. R.S. Roumanie (N.S.) 23 (1979), 313-321.
  2. Tran Van Nhung, 1981. On the boundedness of the spectrum of some linear systems with stochastic perturbations; Acta Math. Acad. Sci. Hungar. 37(1981), 413-422.
  3. Tran Van Nhung, 1982. Uber das asymptotische Verhalten von Losungen gewohnlicher asymptotisch periodischer Differentialgleichungen mit zufalligen Parametern; Acta Math. Acad. Sci. Hungar. 39(1982), 353-360.
  4. Tran Van Nhung, 1982. Stability of periodic solutions of ODE’s with random parameters; the Hungarian Academy of Sciences, SZTAKI, Kozlemenyek 26(1982), 135-140.
  5. Tran Van Nhung, 1982. Uber die Schwingungsgleichung mit zufalligen Koeffizienten; Periodica Polytechn. Mech. Eng. (Hungary) 26(1982), No.1, 85-90.
  6. Tran Van Nhung, 1982. Stability of periodic solutions under stochastic perturbations; ibid. 26(1982), No.2, 101-108.
  7. Tran Van Nhung, 1982. Stability of periodic solutions of the random vibration equations, ibid. 26(1982), No.3, 155-168.
  8. Tran Van Nhung, 1983. Uber Losungen asymptotisch periodischer stochastischer Systeme; Ann. Univ. Sci. Budapest. Eotvos, Sect. Math. 26(1983), 93-101.
  9. Tran Van Nhung, 1983. Estimates on the existence region of periodic solutions of perturbed van der Pol’s equation; ibid. 26(1983), 81-91.
  10. Tran Van Nhung, 1983. An application of Lyapunov exponent method to the moment stability problem; Z.angew.Math.Mech. 63(1983), 113-114.
  11. Tran Van Nhung, N. V. Su, 1987. An application of Farkas’s estimates on the existence region of periodic solutions to perturbed Lienard’s equation; Proc. Colloq. on Qualitative Theory of DE’s, Szeged (Hungary), Aug. 27-31, 1984 (edited by B. Sz.-Nagy and L. Hatvani); North-Holland, Amsterdam and New York, 1987, 789-797.
  12. Tran Van Nhung, 1984. On the stability under random noise; Sci. Bull. Hanoi Univ. 1984, 33-46 (in Vietnamese).
  13. Tran Van Nhung, 1986. Lyapunov exponent of moments; Proc. 3rd Congr. Vietnam. Math., Hanoi 1986, 293-300 (in Vietnamese with summary in French).
  14. Tran Van Nhung, N. H. Du, 1987. On Lyapunov exponents of regular systems perturbed by white noise; Report No.167, 1987, Inst. Dynamische Systeme, Univ. Bremen (Germany).
  15. Tran Van Nhung, N. H. Du, 1979. Lyapunov spectrum of ergodic stationary systems perturbed by white noise; Stochastics and Stochastics Reports 27(1989), 23-31.
  16. Tran Van Nhung, N. H. Du, 1979. New sufficient conditions for the asymptotic stability and the boundedness of solutions of linear Ito SDE’s not reduced to the Cauchy form; Report No.186, 1988, Inst. Dynamische Systeme, Univ. Bremen (Germany).
  17. Tran Van Nhung, N. V. Minh, 1991. Attractors of systems close to autonomous ones having a stable limit cycle; Acta Math. Acad. Sci. Hungar. 58(1991), 15-20.
  18. Tran Van Nhung, I. Zobory, E. Zibolen, 1989. On the stability of railway traction vehicles under stochastic track exitation; Proc. of the Pannonian Appl. Math. Meeting (PAMM), Balatonfured (Hungary), April 19-23, 1989, 164-172 (in Russian).
  19. Tran Van Nhung, N. H. Du, 1990. Stability of difference equations perturbed by white noise; Intern. Conf. on Stoch. Anal., Zwickau (Germany), Oct. 22-27, 1989, Wiss. Berichte TH Zwickau 1990.
  20. Tran Van Nhung, N. H. Du, 1991. Relations between the sample and moment Lyapunov exponents; Stochastics and Stochastics Reports, 37(1991), 201-211.
  21. Tran Van Nhung, 1992. An extension of Filippov-Gronwall inequality to non-Lipschitzian differential inclusions; Vietnam Journal of Math., 20(2)(1992), 75-82.
  22. Tran Van Nhung, T.T. Anh, 1997. Three species competition in periodic environment; Acta Math. Vietnamica, 22(1997), 395-405.
  23. Tran Van Nhung, N. H. Du, 1997. On the one point Lyapunov spectrum of ergodic stationary difference systems perturbed by random noise; Vietnam Journal of Math., 1997.
  24. Tran Van Nhung, T. T. Anh, 1997. Two species competition in almost periodic environment, Vietnam Journal of Math., 25(1997), 229-240.
  25. Tran Van Nhung, L. H. Lan, 1999. On a positive bounded solution of the n-completing species problem, Vietnam Journal of Mathematics, 27:2(1999), 131-138 (with L.H. Lan).
  26. Tran Van Nhung, T. T. Anh, 1999. Persistence in a model of predator-prey population dynamics with the action of a parasite in periodic environment, Vietnam Journal of Mathematics, 27:4(1999), 309-321.
  27. Tran Van Nhung, L. H. Lan, T. T. Anh, 1998. On positive bounded solutions of the nonautonomous Lotka-Volterra competition equations, the Scientific Conference 4-1998, Fac. of Math-Mech-Inf, Univ. of Natural Sciences, Hanoi National University.
  28. Tran Van Nhung, L. H. Lan, T. T. Anh, 2000. Permanence and positive bounded solutions of Kolmogorov competing species systems, Acta Math. Vietnamica, 35:3 (2000), 251-261.

Sách đã xuất bản:

  1. Tran Van Nhung, 1979. Bài tập Phương trình vi phân. NXB Giáo dục.
  2. Tran Van Nhung, 2000. Câu chuyện hấp dẫn về bài toán Phec-ma. NXB Giáo dục.

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