ON THE BOUNDED SLOPE CONDITION
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λ. Hence, if dΩ e C1'1 is uniformly convex, then φ(x)y xedΩ, satisfies a bounded slope condition if and only if φ(x)eC1>ι. The proofs use generalized convex functions of Beckenbach and, if n > 2, the equivalence of the bounded slope condition and an "(n + l)-point condition".
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