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Principal Symbol on the Heisenberg Group

  • Yuri Kordyukov,
  • Fedor Sukochev,
  • Dmitriy Zanin

摘要

We define and study the principal symbol for operators on the Heisenberg group. This involves a careful study of elliptic operators in the natural calculus of differential operators on the Heisenberg group, in particular, the proof of a priori estimates for elliptic operators. An important development here is the proof of a local Connes trace theorem in the setting of the Heisenberg group.