Global boundedness is established for weak solutions to generalized Schrödinger-type double phase problems with variable exponents in R^N under new critical growth conditions, yielding decay estimates and existence for supercritical cases.
Brezis, Functional Analysis, Sobolev Spaces and Part ial Differential Equations, in: Universitext
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Global boundedness for Generalized Schr\"odinger-Type Double Phase Problems in $\mathbb{R}^N$ and Applications to Supercritical Double Phase Problems
Global boundedness is established for weak solutions to generalized Schrödinger-type double phase problems with variable exponents in R^N under new critical growth conditions, yielding decay estimates and existence for supercritical cases.