Odd periodic solutions for 2n order ordinary differential equations under unilateral growth conditions
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O177.91

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    Abstract:

    In this paper, we discuss the existence of odd periodic solutions for nonlinear 2nth-order differential equations. By applying the Leray-Schauder fixed point theorem and Fourier analysis method, the results of existence of odd peiodic solutions is obtained under the nonlinearity f satisfies unilateral growth condition.

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Cite this article as: WEN Qian, LI Yong-Xiang. Odd periodic solutions for 2n order ordinary differential equations under unilateral growth conditions [J]. J Sichuan Univ: Nat Sci Ed, 2018, 55: 1167.

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History
  • Received:March 13,2018
  • Revised:May 02,2018
  • Adopted:May 03,2018
  • Online: December 05,2018
  • Published: