| http://www.w3.org/ns/prov#value | - Hence we have that for , For all sufficiently small, it follow from the first equation of (4.43), and the inequalities By comparison we have that , , and where is the solution to problem which has satisfies Hence for all sufficiently small, by comparison, there is a such that if with Since this holds true for arbitrary sufficiently small, by comparison we conclude that Now consider the following p
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