Abstract
SynopsisUsing an algebraic approach to the nth order linear differential equations (see [3] forn= 2 and [13and14] forn≧ 2) it is shown the essence of the relation between the limit circle classification and boundedness of solutions ofy″ =q(t)y. On this example it is demonstrated that if a problem can be formulated in the rank of the approach, then it is only a technical matter to answer it, e.g. the relationship studied here is based on a standard fact from the theory of functions.
Publisher
Cambridge University Press (CUP)
Cited by
6 articles.
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