Let ψ(λ,y) = P2(f) be Bergman’s integral operator of the second kind with domain of definition
Let f(q) = (q − A)−1,A ∈ W. In this paper it is shown that ψ(λ,y) has singular points z = 2A,2A(1 −w), where w = A−1λ and z = λ + iy.
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