Abstract
In developing the results in /1/, where an easily realizable method is presented for constructing any number of terms of the series expansion of the solution for one class of mixed axisymmetric problems of elasticity theory by using the method of large λ, a method is described for also constructing any number of terms of such an expansion for another extensive class of integral equations of mixed problems of elasticity theory and mathematical physics. The algorithm results in simple arithmetic recursion relations which enables the domain of application of the large λ method to be extended to its theoretical limits and enables the solution to be constructed with any degree of accuracy. Two problems on the interaction of a stamp with a rectangle are considered as examples, for which certain new results are obtained. The large-λ method was proposed and developed in /2–5/, etc.
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