The present paper based on solving method of Copson investigated, made an improvement and generalization, is used solving complex dual integral equations of more general form. Firstly via introduced function are transformed equations, and then by introduced integual transformation of unknown function it is decoupled.Using Able anti-transformation,the equations are further reduced to regularized Fredholm integral equations of the second kind Thus are given general solutions of dual integal equations.The given theoretical solutions and solving method in this paper provides Chice and reference on problems of the solving mixed boundary valre of complex mathematics,physics,mechanics.At the time the anthor useful method of solving complex sual integral equations is furnished.
Wen You WANG,Zhong Cai XIE,Jin Lin DONG. THEORETICAL SOLUTIONS OF COMPLEX DUAL INTEGRAL EQUATIONS ON THE MORE GENERAL FORM WITH TRIGONOMETRIC FUNCTION[J]. Acta Mathematicae Applicatae Sinica, 2003, 26(2): 300-311.