SYMMETRIES OF CONFORMAL TRANSFORMATION FOR SPECTRAL PARAMETER

  • The symmetry of O(3) non-linear sigma model under a dual transformation is discussed and the origin of the transformation of generating functions is explored;Existence of the infinite dimensional symmetries is confirmed.We obtain the infinite dimensional Lie algebraic structure of the basic fields and the semi-product algebraic relation of the two kinds of algebra.The corresponding Bianchi-Backlund transformations are given.
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HAO San-Ru and LI Wei. SYMMETRIES OF CONFORMAL TRANSFORMATION FOR SPECTRAL PARAMETER[J]. Chinese Physics C, 1989, 13(2): 120-127.
HAO San-Ru and LI Wei. SYMMETRIES OF CONFORMAL TRANSFORMATION FOR SPECTRAL PARAMETER[J]. Chinese Physics C, 1989, 13(2): 120-127. shu
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Revised: 1900-01-01
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SYMMETRIES OF CONFORMAL TRANSFORMATION FOR SPECTRAL PARAMETER

    Corresponding author: HAO San-Ru,
  • Institute of Modern Physics,Northwest University,Xi'an

Abstract: The symmetry of O(3) non-linear sigma model under a dual transformation is discussed and the origin of the transformation of generating functions is explored;Existence of the infinite dimensional symmetries is confirmed.We obtain the infinite dimensional Lie algebraic structure of the basic fields and the semi-product algebraic relation of the two kinds of algebra.The corresponding Bianchi-Backlund transformations are given.

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