Solutions of linear differential systems satisfying boundary conditions in the large

Garner, J. B.; Burton, L. P.

doi:10.1090/s0002-9939-1961-0121532-5

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Marian G E W E R T (Wroc Law)2

P R O O F O F T H E O R E M 311

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1962

1993

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Cited by 9 publications

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“…Results in the same spirit, with an nth-order (n ≥ 3) differential equation in place of (0.1), have been obtained in [4] for linear cases and in [1,2,9] for nonlinear cases. The principal result of the present paper is Theorem 3.1, which generalizes the theorems in [5][6][7]. One can also derive as applications of this theorem various results which, in some cases, improve the theorems in [1,2,4,9].…”

Section: Marian G E W E R T (Wroc Law)supporting

confidence: 64%

“…(0.1). The first results of this nature were established by Garner [5,6] and Garner and Burton [7]. Their theorems only concern the situation when (0.1) is linear and (s, m, r, p) = (1, 1, n, n).…”

Section: Marian G E W E R T (Wroc Law)mentioning

confidence: 99%

“…In the papers [5][6][7] the problem (3.10), (0.2) was studied for (s, m, r, p) = (1, 1, n, n), i.e., when the boundary condition (0.2) has the form (3.11)…”

Section: P R O O F O F T H E O R E M 31mentioning

confidence: 99%

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