Oscillation Results for Second-order Linear Equations on a Time Scale |
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| Authors: | L. Erbe |
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| Affiliation: | Department of Mathematics and Statistics , University of Nebraska , Lincoln , NB , 68588-0323 , USA |
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| Abstract: | We are interested in extensions of certain averaging techniques for the second-order scalar differential equation ( r ( t ) x j ( t )) j + q ( t ) x σ ( t )=0, on a time scale (measure chain) T . These results include some earlier criteria for the difference equations case. |
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| Keywords: | Time Scales Measure Chains Riccati Equation Oscillation Nonoscillation |
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