Abstract
where gj(t), j=O, , n-2, are continuous on [to, oo), in terms of the known functions zi (t), * * *, Zn (t). Specifically, we seek conditions in order that for each solution u(t) of (2), there exist constants Aj, j = 1, * * *, n, such that (3) u (t) = Al(t)z (t) + + An(t)z (t) i = 0, ** *,- 1, and
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