- Journal Article
In this note we survey a selection of classical results and recent advances concerning our understanding of spaces of positive scalar metrics on closed manifolds, and describe how the basic questions can be transplanted to compact manifolds with boundary, a setting that naturally connects to the study of data sets in general relativity. Special emphasis is devoted to highlighting links with nearby fields and discussing some promising future directions. Show more
Journal / seriesBollettino dell'Unione Matematica Italiana
Pages / Article No.
PublisherUnione Matematica Italiana
SubjectScalar curvature; Moduli spaces of metrics; Einstein constraints equations
Organisational unit09582 - Carlotto, Alessandro / Carlotto, Alessandro
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