On Liapunov-type integral inequalities for even order dynamic equations on time scales
On Liapunov-type integral inequalities for even order dynamic equations on time scales
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Date
2012-01-01
Authors
Panigrahi, Saroj
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Abstract
In this paper, Liapunov-type integral inequalities has been obtained for an even order dynamic equations on time scales. As an applications, an estimate for the number of zeros of an oscillatory solution and a criterion for disconjugacy of an even order dynamic equation is obtained in an interval [a; σ(b)]T.
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Keywords
Disconjugacy,
Even order dynamic equations,
Liapunov-type inequality,
Number of zeros
Citation
Annals of the Academy of Romanian Scientists: Series on Mathematics and its Applications. v.4(1)