摘要
For every i = 1, 2, we let Li =-?ni+ Vi be a Schr¨odinger operator on Rni in which Vi∈ L1loc(Rni)is a non-negative function on Rni. We obtain some characterizations for functions in the product Hardy space H1L1,L2(Rn1 × Rn2) associated to L1 and L2 by using different norms on distinct variables.
For every i = 1, 2, we let Li =-？ni＋ Vi be a Schr¨odinger operator on Rni in which Vi∈ L1loc（Rni）is a non-negative function on Rni. We obtain some characterizations for functions in the product Hardy space H1L1,L2（Rn1 × Rn2） associated to L1 and L2 by using different norms on distinct variables.
基金
supported by National Natural Science Foundation of China (Grant Nos. 11471176 and 11326093)
Natural Science Foundation of Shandong Province for Doctor (Grant No. BS2014SF002)
