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Öğe Existence of nonoscillatory solutions of higher order nonlinear neutral nonhomogeneous equations with distributed deviating arguments(Natural Sciences Publishing Co., 2016) Candan T.; Çetin B.We obtain sufficient conditions for the existence of a nonoscillatory solution of higher order nonlinear neutral differential equations with distributed deviating arguments. For this purpose, we use the Banach contraction principle. © 2016 NSP Natural Sciences Publishing Cor.Öğe Existence of positive periodic solution of second-order neutral differential equations(TUBITAK, 2018) Candan T.In this work, we consider two types of second-order neutral differential equations and we obtain sufficient conditions for the existence of positive ?-periodic solutions for these equations. We employ Krasnoselskii's fixed point theorem for the sum of a completely continuous and a contraction mapping. An example is included to illustrate our results. © TÜBI'KTAK.Öğe Oscillation of mixed neutral functional differential equations with distributed deviating arguments(2008) Candan T.; Dahiya R.S.In this paper, we shall consider mixed neutral functional differential equations. New results on sufficient conditions for the oscillation behavior of solutions for this functional differential equation are presented. Few applications of these theorems obtained are also presented. © 2008 Foundation for Scientific Research and Technological Innovation.Öğe Oscillation of neutral differential equations with distributed deviating arguments(2012) Candan T.; Karpuz B.; Öcalan Ö.We study the oscillatory nature of all solutions of a class of neutral differential equations with distributed deviating arguments. Some examples are also included to show the applicability of the results. © 2012 Springer Science+Business Media New York.Öğe Oscillatory and asymptotic behavior of odd order neutral differential equations(2007) Candan T.; Dahiya R.S.In this paper we establish sufficient conditions for the existence of oscillatory solutions of odd order neutral differential equations with forcing term (Equation Presented) These conditions are based on the oscillation of first order delay differential equation. The asymptotic properties of their nonoscillatory solutions are also investigated. Copyright ©2007 Watam Press.Öğe Qualitative Theory of Differential Equations, Difference Equations, and Dynamic Equations on Time Scales(Hindawi Limited, 2016) Li T.; Bohner M.; Candan T.; Rogovchenko Y.V.; Wang Q.-R.[No abstract available]
