A global regularity result is proved for a class of minimizers of functionals of the form I(u) = integral(Omega) f(vertical bar del u(x)vertical bar) + g(x, u(x)) dx, u is an element of phi + W-0(1,1) (Omega), where phi satisfies the Bounded Slope Condition.
The bounded slope condition for functionals depending on x, u, and ? u
A Fiaschi;
2012
Abstract
A global regularity result is proved for a class of minimizers of functionals of the form I(u) = integral(Omega) f(vertical bar del u(x)vertical bar) + g(x, u(x)) dx, u is an element of phi + W-0(1,1) (Omega), where phi satisfies the Bounded Slope Condition.File in questo prodotto:
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