摘要
Let T be a multiplier operator satisfying Hrmander conditions on the Heisenberg group and let b∈BMO. We prove that the commutator [b, T] is bounded on L^p, 1<p≤2.
Let T be a multiplier operator satisfying Hrmander conditions on the Heisenberg group and let b∈BMO. We prove that the commutator [b, T] is bounded on L^p, 1<p≤2.
基金
Project supported by the National Natural Science Foundation of China
