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Multiple positive solutions to multipoint boundary value problem for a system of second-order nonlinear semipositone differential equations on time scales
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نویسنده
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wu g. ,li l. ,cong x. ,miao x.
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منبع
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journal of applied mathematics - 2013 - دوره : 2013 - شماره : 0
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چکیده
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We study a system of second-order dynamic equations on time scales (p 1 u 1 δ) δ (t) - q 1 (t) u 1 (t) + f 1 (t,u 1 (t),u 2 (t)) = 0,t ∈ (t 1,t n),(p 2 u 2 δ) δ (t) - q 2 (t) u 2 (t) + f 2 (t,u 1 (t),u 2 (t)) = 0,satisfying four kinds of different multipoint boundary value conditions,f i is continuous and semipositone. we derive an interval of such that any lying in this interval,the semipositone coupled boundary value problem has multiple positive solutions. the arguments are based upon fixed-point theorems in a cone. © 2013 gang wu et al.
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آدرس
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department of mathematics,harbin institute of technology,harbin,heilongjiang 150001,china,basic science,harbin university of commerce,harbin, China, department of mathematics,harbin institute of technology,harbin, China, department of mathematics,harbin institute of technology,harbin, China, department of mathematics,harbin institute of technology,harbin, China
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Authors
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