The Geometric Approach

Abstract

We consider the problem on the existence of the limit of a trajectory of a subspace $V$ and the construction of this limit in an explicit form. In the algebraic approach to this problem, one performs formal calculations with the associated $d$-vector $\widetilde{v}$, the behavior of the trajectory of this vector depends on the relation between its coordinates in the Jordan basis of the operator $\bigwedge \limits ^{d}A$.