Bounded local weak solutions of nonlocal porous medium and fast diffusion equations with general measurable kernels are locally Hölder continuous.
The C auchy- D irichlet problem for singular nonlocal diffusions on bounded domains
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Local H\"older Regularity For Nonlocal Porous Media And Fast Diffusion Equations With General Kernel
Bounded local weak solutions of nonlocal porous medium and fast diffusion equations with general measurable kernels are locally Hölder continuous.