Convergence of Powers of a Matrix over Distributive Lattice Under the •-+ Compositions
Guiying Chen · 2008
In this paper, matrices with ldr- + compositions over a distributive lattice are considered in terms of the principal diagonal elements, and several sufficient condition for an n times n matrix with ldr- + compositions over a distributive lattice to converge is given. Partial results obtained in this paper are generalized from fuzzy matrices with min-max compositions discussed in [3].