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has a unique solution in.
Then (1.1) has a unique solution in.
equation (4.1) has a unique solution in.
equation (4.1) has a unique solution in, whereas if (4.4).
Then the integral equation (4.1) has a unique solution in.
has a unique solution in, which is given by (3.5).
if and then (1.4) has a unique solution in,.
Then the auxiliary problem (3.1) has a unique solution in.
then the problem (2.13) possesses a unique solution in.
Then A has a unique solution in P h.
(a) if and, then (1.4) has a unique solution in and (b) if and then (1.4) has a unique solution in,. . if and, then (1.4) has a unique solution in and.
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CEO of Professional Science Editing for Scientists @ prosciediting.com