FUNDAMENTALNAYA
I PRIKLADNAYA MATEMATIKA

(FUNDAMENTAL AND APPLIED MATHEMATICS)

2002, VOLUME 8, NUMBER 1, PAGES 171-185

**Impulse control of Liapunov exponents. II**

D. M. Olenchikov

Abstract

View as HTML
View as gif image
View as LaTeX source

The systems $\$\; \backslash dot\; x\; =\; A\_0(t)\; +\; \backslash sum\; \_\{i=1\}^\{\backslash infty\; \}\; \backslash delta\; (t-t\_i)\; A\_i(t)\; \$$,
where $$d
(×)
is Dirac's delta-function, are investigated.
It is proved that the basic results of Liapunov exponents theory
remain valid for such systems.
The theory of impulse control of Liapunov exponents is developed.

All articles are
published in Russian.

Location: http://mech.math.msu.su/~fpm/eng/k02/k021/k02114h.htm

Last modified: July 5, 2002