A sharp equivalence between $H^\infty$ functional calculus and square function estimates

Details A sharp equivalence between $H^\infty$ functional calculus and square function estimates A sharp equivalence between $H^\infty$ functional calculus and square function estimates

2011-11-16

arxiv.org/abs/1111.3719v1

Mathematics

Functional Analysis

Scientific paper

Let T_t = e^{-tA} be a bounded analytic semigroup on Lp, with 1\frac{\pi}{2}. We show that this actually holds true for some \theta<\frac{\pi}{2}.

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