Talk

Regularity under nonstandard growth conditions

  • Emilio Acerbi (Parma)
A3 01 (Sophus-Lie room)

Abstract

Some regularity results are presented for local minimizers of integral functionals f(x,Du)dx satisfying non standard growth assumptions, i.e., such that the growth exponent q and the ellipticity exponent p are different in the inequality |z|pf(x,z)1+|z|q Both the homogeneous-anisotropic and the inhomogeneous-isotropic cases are considered.

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