Author:
Feldstein Alan,Jackiewicz Zdzislaw
Abstract
AbstractLet y be the solution of the equationwhere A, B, C, λ and η aie complex numbers and It is shown that y has exponential order equal to one if A ≠ 0 and if y is not a polynomial; otherwise, y has exponential order equal to zero. In the latter case, y and all of its derivatives are unbounded on any ray.
Publisher
Canadian Mathematical Society
Cited by
13 articles.
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