3 papers
math.AP2026
Hölder regularity for logarithmic double phase problems
Ky Ho, Yun-Ho Kim, Patrick Winkert
We investigate boundedness and regularity properties of weak solutions to a class of generalized logarithmic double phase equations with variable exponents. The considered operator…
math.AP2026
On Kirchhoff-type p(.)-Laplacian problems with sandwich-type and arbitrary growth
Ky Ho
We establish the existence of a positive bounded weak solution for a class of Kirchhoff-type -Laplacian problems involving an arbitrary growth and a sandwich-type growth…
math.AP2026
Global boundedness for Generalized Schrödinger-Type Double Phase Problems in and Applications to Supercritical Double Phase Problems
Hoang Hai Ha, Ky Ho, Bui The Quan +1
We establish two global boundedness results for weak solutions to generalized Schrödinger-type double phase problems with variable exponents in under new critical g…