Heat semigroup and functions of bounded variation on Riemannian manifolds

By Michele Miranda Jr., D. Pallara, F. Paronetto, M. Preunkert. 2007

64 citations recorded by the source corpus.

Subfields: Applied Mathematics, Computational Theory and Mathematics

View Paper: https://www.semanticscholar.org/paper/c9b61007b8f759d1b06b91ad6152618d7ad098a3

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In Applied Mathematics

1. G. Mauceri
2. S. Meda
3. A. Carbonaro

Citations in the corpus

• H^1 and BMO for certain locally doubling metric measure spaces of finite measure (2008, background): “|f | d�. By [ MPPP , Prop. 1.4], there exists a sequence (fn) of functions in C1 c(M), whose support has measure less than � (M)/2, such that fn → 1E in L1(M) and R M |∇fn| d� → Var(1E, M) = P(E).”
• H1 and BMO for certain locally doubling metric measures spaces (2009, result): “The same result holds in the Riemannian setting [37, Proposition 1.4].”