Author:
Boyer Charles P.,Tønnesen-Friedman Christina W.
Abstract
AbstractWe prove the existence of extremal Sasakian structures occurring on a countably infinite number of distinct contact structures on${T}^{2} \times {S}^{3} $and certain related 5-manifolds. These structures occur in bouquets and exhaust the Sasaki cones in all except one case in which there are no extremal metrics.
Subject
Algebra and Number Theory
Cited by
10 articles.
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