Final state problem for the Dirac-Klein-Gordon equations in two space dimensions
Summary: We study the final state problem for the Dirac-Klein-Gordon equations (DKG) in two space dimensions. We prove that if the nonresonance mass condition is satisfied, then the wave operator for DKG is well defined from a neighborhood at the origin in lower order weighted Sobolev space to some Sobolev space.
scientific article; zbMATH DE number 6306589
scientific article