Abstract
Using results of the companion paper, the authors obtain effective criteria for the existence of canonical factorization for new classes of triangular almost periodic matrix functions of the form[formula]. The important role in the proof of necessity in these criteria is played by a result on the stability of canonical AP factorizability obtained in the present paper. By finding corona solutions for a pair of binomial almost periodic functions, it is possible to calculate explicitly the factors of a canonical factorization for a class of considered matrix functions with trinomialf.
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