Global strong solution to a nonlinear Dirac type equation in one   dimension
  This paper studies a class of nonlinear massless Dirac equations in one dimension, which include the equations for massless Thirring model and massless Gross-Neveu model. Under the assumptions that the initial data has small charge and is bounded, the global existence of the strong solution is established. The decay of the local charge is also proved. 
Yongqian Zhang
math.AP math-ph math.MP