The Journal of the Indian Mathematical Society

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Asymptotic Nonoscillations in Fourth Order Retarded Differential Equations


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1 Department of Mathematics, University of Wisconsin, Center-Manitowoc County Manitowoc, Wisconsin 54220, United States
     

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Certain physical mechanisms whose performance is related to the past rate of change have lead to the study of differential equations [1]. Mathematical systems representing such mechanisms involve differential equations of retarded type. One example of such a widespread use of these equations is pulse code modulation system in telephone network Smith [8].
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  • Asymptotic Nonoscillations in Fourth Order Retarded Differential Equations

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Authors

Bhagat Singh
Department of Mathematics, University of Wisconsin, Center-Manitowoc County Manitowoc, Wisconsin 54220, United States

Abstract


Certain physical mechanisms whose performance is related to the past rate of change have lead to the study of differential equations [1]. Mathematical systems representing such mechanisms involve differential equations of retarded type. One example of such a widespread use of these equations is pulse code modulation system in telephone network Smith [8].