Please login to be able to save your searches and receive alerts for new content matching your search criteria.
In this paper, the Haseman boundary value problems for bianalytic functions are discussed. Using the Cauchy type integral of bianalytic functions and the singular integral equation method, we have not only established an explicit form for general solutions of the Haseman problems, but also found the conditions for the solvability of the above problems. And the relation between the index and the number of the linear independent solutions have been obtained.