Plemelj Formula Of Bi-regular Functions On Unbounded Domain In Real Clifford Analysis

In this paper ,firstly,we introduce the modified Cauchy kernel on unbounded domain in real Clifford analysis,And then we prove the existence of the principle value of integral of Cauchy type .And we establish the relations between the limits of integral of Cauchy type and the principle value of integral of Cauchy type on unbounded domain ,that is ,the Plemelj formula.