Exact meromorphic stationary solutions of the real cubic Swift-Hohenberg   equation
  We show that all meromorphic solutions of the stationary reduction of the real cubic Swift-Hohenberg equation are elliptic or degenerate elliptic. We then obtain them all explicitly by the subequation method, and one of them appears to be a new elliptic solution. 
Robert Conte (ENS Cachan), Tuen-Wai Ng and Kwok-Kin Wong (The   University of Hong Kong)
nlin.SI math.CA