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A CONTOUR INTEGRATION METHOD FOR SOLVING THE FADDEEV EQUATION
蔡仁泰, 储连元, 代能雄
数学物理学报. 1982 (3):
291-302.
We have found a contour for integration of Faddeev equation which is differ ent from the contour given by Cahill and Sloan. The essential point of our method is that a better mathematical expression of the kernel function for the Faddeev equation is given. With this expression, the values of the function in the neighbourhood of the origin can be calculated, whatever the values of l are. In the work of Cahill and Slcan only l=0, 1, 2, 3 can be rigorously calculated, but in this paper, we can calculate for l=0, 1、2,……, 8 rigorously.
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