Electronic Journal of Differential Equations,
Vol. 2003(2003), No. 41, pp. 1-21.

Title: Heteroclinic points of multi-dimensional  dynamical systems

Authors: David Cheban (State Univ. of Moldova)
         Jinqiao  Duan (Illinois Inst. of Technology, Chicago, USA)
	 Anatoly Gherco (State Univ. of Moldova)

Abstract: 
 The authors investigate dynamical behavior of
 multi-dimensional dynamical systems. These are the
 systems with a multi-dimensional independent
 ``time" variable. Especially they consider the problem
 of concordance, in the sense of   Shcherbakov,  of limit
 points  and heteroclinic or homoclinic  points for
 multi-dimensional  dynamical systems  and solutions of the
 multi-dimensional  non-autonomous differential equations.
 
Submitted December 03, 2002. Published April 15, 2003.
Math Subject Classifications: 37B05, 37B55, 54H15, 35B15, 35B35.
Key Words: Topological dynamics;  transformation semigroup; 
 nonautonomous dynamical system;  limit set;  heteroclinic point;  almost
 periodicity; concordance; multi-dimensional  differential equations