Two-point and three-point boundary value problems for nth-order nonlinear differential equations
In this article, we are concerned with existence and uniqueness of solutions of four kinds of two-point boundary value problems for nth-order nonlinear differential equations by 'Shooting' method, and studied existence and uniqueness of solutions of a kind of three-point boundary value pro...
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Published in | Applicable analysis Vol. 85; no. 12; pp. 1421 - 1432 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
01.12.2006
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Online Access | Get full text |
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Abstract | In this article, we are concerned with existence and uniqueness of solutions of four kinds of two-point boundary value problems for nth-order nonlinear differential equations by 'Shooting' method, and studied existence and uniqueness of solutions of a kind of three-point boundary value problems for nth-order nonlinear differential equations by 'Matching' method. |
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AbstractList | In this article, we are concerned with existence and uniqueness of solutions of four kinds of two-point boundary value problems for nth-order nonlinear differential equations by 'Shooting' method, and studied existence and uniqueness of solutions of a kind of three-point boundary value problems for nth-order nonlinear differential equations by 'Matching' method. |
Author | Pei, Minghe Shi, Yanli |
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Title | Two-point and three-point boundary value problems for nth-order nonlinear differential equations |
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