Nguyen Dinh Cong


Department of Probability and Mathematical Statistics

Office: Room 107, Building A5



Education

Dr. Sc. 1997, Institute of Mathematics, Polish Academy of Sciences,
Warsaw, Poland.

Ph.D., 1987, Moscow State University, Moscow, Russia.

M.Sc., 1983, Moscow State University, Moscow, Russia.

Permanent address
Institute of Mathematics, VAST
18 Hoang Quoc Viet Road, Cau Giay,
10307, Hanoi, Vietnam
email : ndcong@math.ac.vn
Fields of Interest

Ordinary differential equations,

Stochastic differential equations,

Selected publications

Topological Dynamics of Random Dynamical Systems, Oxford
Mathematical Monographs. Clarendon Press, Oxford,
1997.

(jointly with L. Arnold and V. I. Oseledets). Jordan normal
form for linear cocycles, Random Operators and Stochastic
Equations,
7(1999), 303—358.

(jointly with L. Arnold). Linear cocycles with simple
Lyapunov spectrum are dense in L^{∞},
Ergodic Theory and Dynamical Systems,
19(1999), 1389—1404.

(jointly with L. Arnold and V. I. Oseledets). The essential
range of a nonabelian cocycle is not a cohomology invariant,
Israel Journal of Mathematics,
116(2000), 71—76.

Lyapunov spectrum of nonautonomous stochastic differential
equations, Stochastic and Dynamics,
1(2001), 127—157.

A generic bounded linear cocycle has simple Lyapunov spectrum,
Ergodic
Theory and Dynamical Systems,
25(2005), 1775—1797.

(jointly with
R. Fabbri).
On the
spectrum of the onedimensional Schrödinger operator, Discrete and
Continuous Dynamical Systems, Series B,
9(2008), 541—554.

(jointly with
Nguyen Thi Thuy Quynh).
Coincidence of Lyapunov exponents
and
central exponents of linear Ito stochastic dierential equations
with
nondegenerate stochastic term, Discrete and Continuous Dynamical
Systems, Supplement volume 2011,
332—342.
Full list of publication is here.

Graduated Ph.D. Students
Current Ph.D. Students

Current Teaching

Theory of dynamical systems

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