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Nonexistence of Limit CycIes for Some Plane Differential Systems
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O175.12

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    Abstract:

    The odd point of plane differential systems x =-y+δx+axy+my2+ly2n+1 ,y = G(x) , is studied. The sufficient condition of the nonexlstence of limit cycles for the system is obtained by means of comparmg theorem. analyzing devergence and variable substitution.

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  • Received:
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  • Online: November 19,2015
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