Noncommutative reduction of nonlinear schrödinger equation on lie groups

HIGHLIGHTS

  • who: Alexander Breev et al. from the Department of Theoretical Physics, Tomsk State University, Novosobornaya Sq, Tomsk, Russia have published the research work: Noncommutative Reduction of Nonlinear Schru00f6dinger Equation on Lie Groups, in the Journal: Universe 2022, 8, 445. of /2022/
  • what: The authors propose a new approach that allows one to reduce nonlinear equations to equations with a fewer number of independent variables for finding particular solutions of the nonlinear equations. The approach expands the possibilities of constructing exact solutions of field equations in curved spaces in addition to the method of separation of . . .

     

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