Abstract
Abstract We investigate the existence and stability of standing waves with prescribed mass c > 0 c\gt 0 for Choquard equation with noncritical rotation in Bose-Einstein condensation. Then, we consider the mass collapse behavior of standing waves, the ratio of energy to mass and the Lagrange multiplier, as c → 0 + c\to {0}^{+} . Our results extend the existing results.
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