Everywhere Regularity for Weak Solutions to Variational Inequalities of Triangular Form

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In this paper, we obtain two results of weak solutions to variational inequalities of triangular form under controllable growth and a class of natural growth conditions, i.e. 1^°. L^p-estimate for the gradient; 2^°. C^{1,β}_{loc}(Ω, R^N) regularity.
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Everywhere Regularity for Weak Solutions to Variational Inequalities of Triangular Form. (1992). Journal of Partial Differential Equations, 5(1), 57-68. https://gsp.tricubic.dev/jpde/article/view/3703