Comparison Theorems for Even Order Dynamic Equations on Time Scales
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Date
2014
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Dynamic Publishers, inc
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Abstract
Consider the following pair of even order linear dynamic equations on a time scale (0.1) x(Delta n)(t) + p(t)x(t) = 0, (0.2) x(Delta n)(t) + q(t)x(t) = 0, where p, q is an element of C-rd(T,R+), n is even, T is a time scale. In this paper, we obtain some point-wise and integral comparison theorems for the above equations. These will be shown to be "sharp" by means of specific examples.
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Baoguo, J., Erbe, L., Mert, R. (2014). Comparison theorems for even order dynamic equations on time scales. Dynamic Systems and Applications, 23(2-3), 221-234.
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Volume
23
Issue
2-3
Start Page
221
End Page
234
