Oscillation results for second-order functional differential equations with superlinear neutral terms
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Abstract (EN)
In this thesis, a class of second-order functional differential equations containing a superlinear neutral term is considered and new sufficient conditions are obtained showing that all nontrivial solutions of this class of equations are oscillatory. The new results presented here are constructed under assumptions that are applicable even if the differential equation in consideration contains both delayed and advanced type deviating arguments. Illustrative examples are also provided to demonstrate applicability of the results.
Author
Ayla Kılıç
How to Cite
Ayla Kılıç (Master Thesis). Oscillation results for second-order functional differential equations with superlinear neutral terms, 2022, Tokat Gaziosmanpaşa University.
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