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Tran Van Nhung
Tran Van Nhung
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Verified email at moet.edu.vn
Title
Cited by
Cited by
Year
On the existence and exponential attractivity of a unique positive almost periodic solution to an impulsive hematopoiesis model with delays
TT Anh, T Van Nhung, L Van Hien
Acta Mathematica Vietnamica 41, 337-354, 2016
62016
Relations between the sample and moment Lyapunov exponents
N Huu Du, T Van Nhung
Stochastics: An International Journal of Probability and Stochastic …, 1991
61991
A mathematical investigation of the dynamics of drive-systems of railway traction vehicles under stochastic track excitation
I Zobory, TV Nhung
Periodica Polytechnica Transportation Engineering 20 (2), 101-107, 1992
21992
Lyapunov spectrum of ergodic stationary systems perturbed by white noise
N Huu du, T Van Nhung
Stochastics: An International Journal of Probability and Stochastic …, 1989
21989
LIAPUNOV'S EXPONENT OF A STOCHASTIC PROCESS AND THE STABILITY OF THE SYSTEM OF LINEAR DIFFERENTIAL EQUATIONS WITH RANDOM MATRIXES
T Van Nhung
Bulletin mathématique de la Société des Sciences Mathématiques de la …, 1979
21979
On the existence of stable stationary forced vertical vibrations in railway vehicle system dynamics
TV Nhung, I Zobory
Periodica Polytechnica Transportation Engineering 20 (1), 3-12, 1992
11992
On Lyapunov exponents of regular systems perturbed by a white noise
NH Du, TV Nhung
Universität Bremen. Fachbereiche Mathematik/Informatik, Elektrotechnik …, 1987
11987
On the One Point Lyapunov Spectrum of Ergodic Stationary Difference Systems Perturbed by Random Noise
NH Du, T Van Nhung, N Trai, D Da
Vietnam Journal of Mathematics 25 (2), l4l-150, 1997
1997
Topological equivalence of nonlinear autonomous dynamical systems
HP Nguyen, VN Tran
International Centre for Theoretical Physics, 1995
1995
An extension of Freedman's results on a model of predator-prey dynamics as modified by the action of a parasite
VN Tran
International Centre for Theoretical Physics, 1993
1993
ON THE LYAPUNOV STABlLITY OF MECHANICAL SYSTEMS PERTURBED BY WHITE NOISES
T Van Nhung
Periodica Polytechnica. Transportation Engineering 18 (1-2), 1, 1990
1990
On the Lyapunov spectrum of ergodic stationary difference systems perturbed by random noise
NH Du, TV Nhung
Universität Bremen. Fachbereiche Mathematik/Informatik, Elektrotechnik …, 1989
1989
New sufficient conditions for the asymptotic stability and boundedness of linear Ito stochastic differential equations not reduced to the Chauchy form
NH Du, TV Nhung
Universität Bremen. Fachbereiche Mathematik/Informatik, Elektrotechnik …, 1988
1988
An Application of Farkas' Estimates on the Existence Region of Periodic Solutions to Perturbed Liénard's Equation
N Van Su, T Van Nhung
Universität Bremen. Fachbereiche Mathematik/Informatik, Elektrotechnik …, 1984
1984
On attractive invariant sets of systems close to autonomous ones having a stable limit cycle
N Van Minh, T Van Nhung
Universität Bremen. Fachbereiche Mathematik/Informatik, Elektrotechnik …, 1984
1984
On the boundedness of the spectrum of some linear systems with stochastic perturbations
TV Nhung
Acta Mathematica Hungarica 37 (4), 413-422, 1981
1981
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