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On analytic homomophisms of analytic semigroups

This thesis deals with real and complex analytic multiplicative homomophisms ф from an analytic semigroup M(n,F) to F taking 0 to 0 where F is either the set of real numbers or couplex numbers. We shall prove that either ф Ξ 0 or there exists a natural number m such that ф ( A) = (det A)^m for all A in M(n‚F).
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Gaussian estimates and analytic semigroups

1995
Traditionally, the analyticity of semigroups generated by differential operators on L p(Ω, μ) is proven via a-priori estimates and duality ([2], [4], [10] Chap. 7)or by Stein’s interpolation theorem (see e.g. [5], theorem 1.4.2).
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Beyond Meta-Analysis: Secondary Uses of Meta-Analytic Data

Annual Review of Organizational Psychology and Organizational Behavior, 2020
In-Sue Oh
exaly  

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