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The purpose of this section is to study the existence and uniqueness of solution of a general class of Fredholm integral equations of 2nd kind under various assumptions on the functions involved.
It always did this between the 26th and 27th floors, some kind of glitch.
In the solution procedure, continuously distributed edge dislocations are applied to simulate the crack, and the physical problem is formulated into the singular integral-equation of 2nd kind.
If f = h = I (the identity mapping on ℝ), then (2) is Known as Fredholm integral equation of 2nd kind (see also [19] and the references cited therein).
J0 is a Bessel function of the 1st kind and 0th order.
