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Some stability and convergence of additive Runge-Kutta methods for delay differential equations with many delays
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نویسنده
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yuan h. ,zhao j. ,xu y.
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منبع
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journal of applied mathematics - 2012 - دوره : 2012 - شماره : 0
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چکیده
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This paper is devoted to the stability and convergence analysis of the additive runge-kutta methods with the lagrangian interpolation (arklms) for the numerical solution of a delay differential equation with many delays. gdn stability and d-convergence are introduced and proved. it is shown that strongly algebraically stability gives d-convergence da,das,and asi stability give gdn stability. some examples are given in the end of this paper which confirms our results. copyright © 2012 haiyan yuan et al.
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آدرس
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department of mathematics,harbin institute of technology,harbin 150001,china,department of mathematics,heilongjiang institute of technology, China, department of mathematics,harbin institute of technology, China, department of mathematics,harbin institute of technology, China
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Authors
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