Supported by the Natural Science Foundation of Fujian Province(2008J0187)
The authors examine the relation between the perturbed Cauchy singular integral with its kernel density belong to H* and unperturbed one and show that the Cauchy singular integral is stable under perturbation of the ...
supported by Natural Science Foundation of China (10071016);the Natural Science Foundation of Fujian Province (2008J0187);the Science and Technology Foundation of Education Department of Fujian Province (JA08255), China
By dint of the stability of Cauchy-type integral with kernel density of class H* for an open arc, this paper discusses the stability of the solution of Riemann boundary value problem with respect to the perturbation ...
the Natural Science Foundation of Fujian Province (2008J0187).
In this paper, we discuss the stability of general compound boundary value prob-lems combining Riemann boundary value problem for an open arc and Hilbert bound-ary value problem for a unit circle with respect to the p...