一个非自伴Dirac算子的特征展开

The eigenvalue expansion of a non-self-adjoint Dirac operator

讨论了一个非自伴Dirac算子和其共轭算子的特征值问题,利用留数方法证明了它们的特征展开定理.

The eigenvalue problems of a non-self-adjoint Dirac operator and its adjoint operator are discussed.The eigenvalue expansion theorems are proved by resoting to residue method.