Periodic solution of Lagrangian system is studied with locally coercive potential or sublinear nonlinearity by the least action principle, and an existence theorem is obtained.

 
  • 利用極小化作用原理研究了具有局部強制性位勢或具有次線(xiàn)性非線(xiàn)性項的Lagrange系統的周期解;并得到了一個(gè)存在性定理.
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