Abstract
270 constant quantity. We denote this ratio by c. In the final stage we should consider the boundary value problem for the function UP (P) : u2 (P) = u (P) - cu, (P). The process of successive approximations for this function will lead to a convergent algorithm. The solution will be completed by transfer to the function U(P). In solving the problem of the theory of elasticity, we must begin with the six partial solutions of the boundary value problems and expand the eigenfunction obtained from the initial boundary condition in terms of the functions obtained from the partial solutions. We note that the method described here was used in solving the second outer problem for an incompressible medium in /LO/. REFERENCES 1. GUNTER N.M., Potential Theory and its Application to the Fundamental Problems of Math
Published Version
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