Local existence of unique strong solution to non-isothermal model for   incompressible nematic liquid crystals in 3D
  In this paper, we consider the non-isothermal model for incompressible flow of nematic liquid crystals in three dimensions and prove the local existence and uniqueness of the strong solution with periodic initial conditions on $ \mathbb{T}^3$ . 
Shijin Ding and Quanrong Li
math.AP