Abstract
As first part on the numerical research of singular problems, a numerical method is proposed for singular integrals. It is shown that the procedure is quite powerful for solving physics calculation with singularity such as the plasma dispersion function. Useful quadrature formulas for some class of the singular integrals are derived. In general, integrals with more complex singularities can be dealt by this method easily.
Citation Formats
Huaiguo, Zhao, and Zongze, Mou.
Numerical method of singular problems on singular integrals.
China: N. p.,
1992.
Web.
Huaiguo, Zhao, & Zongze, Mou.
Numerical method of singular problems on singular integrals.
China.
Huaiguo, Zhao, and Zongze, Mou.
1992.
"Numerical method of singular problems on singular integrals."
China.
@misc{etde_10119829,
title = {Numerical method of singular problems on singular integrals}
author = {Huaiguo, Zhao, and Zongze, Mou}
abstractNote = {As first part on the numerical research of singular problems, a numerical method is proposed for singular integrals. It is shown that the procedure is quite powerful for solving physics calculation with singularity such as the plasma dispersion function. Useful quadrature formulas for some class of the singular integrals are derived. In general, integrals with more complex singularities can be dealt by this method easily.}
place = {China}
year = {1992}
month = {Feb}
}
title = {Numerical method of singular problems on singular integrals}
author = {Huaiguo, Zhao, and Zongze, Mou}
abstractNote = {As first part on the numerical research of singular problems, a numerical method is proposed for singular integrals. It is shown that the procedure is quite powerful for solving physics calculation with singularity such as the plasma dispersion function. Useful quadrature formulas for some class of the singular integrals are derived. In general, integrals with more complex singularities can be dealt by this method easily.}
place = {China}
year = {1992}
month = {Feb}
}