On Ahlfors-regular ε-snowtrees the discrete-energy Sobolev space equals the Korevaar–Schoen space for every multiscale partition, with critical exponent α_p = Q/p + 1/ε − 1/(pε).
Korevaar- S choen and heat kernel characterizations of S obolev and BV spaces on local trees
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Sobolev spaces on snowtrees
On Ahlfors-regular ε-snowtrees the discrete-energy Sobolev space equals the Korevaar–Schoen space for every multiscale partition, with critical exponent α_p = Q/p + 1/ε − 1/(pε).