1978
DOI: 10.2996/kmj/1138035442
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On a singular perturbation problem for linear systems of ordinary differential equations. I.

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1979
1979
1979
1979

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“…1. Let us consider two linear systems of ordinary differential equations containing a small positive parameter ε : (1) e-^-=(Λ-ε For a given interval t 1^t^t2 and for a given point t 0 such that I 1^to^t2 , we need a set of continuous functions u λ (t ε), w 2 (ί i £ )? ^s(^ ε) of ί with the following properties.…”
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confidence: 99%
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“…1. Let us consider two linear systems of ordinary differential equations containing a small positive parameter ε : (1) e-^-=(Λ-ε For a given interval t 1^t^t2 and for a given point t 0 such that I 1^to^t2 , we need a set of continuous functions u λ (t ε), w 2 (ί i £ )? ^s(^ ε) of ί with the following properties.…”
mentioning
confidence: 99%
“…The above-mentioned problem had to be solved in a paper [1], but the solution given in [1] was not complete. In the previous paper [2], we have given a proof of the existence of a solution of the above-mentioned problem for a special case where t 1 =t 0 . In this paper, we will treat the general case where…”
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confidence: 99%
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