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SUMMARY:Asymptotics in General Relativity: the role of spatial infinity
DTSTART:20260205T143000Z
DTEND:20260205T160000Z
DTSTAMP:20260804T011521Z
UID:6c51f22c-1265-456d-bd78-1e5977648cc1
SEQUENCE:2
CREATED:20260126T154201Z
DESCRIPTION:In this overview talk I will discuss the relation between the 
 asymptotic behaviour of the gravitational field at null infinity and spati
 al infinity\, the so-called problem of spatial infinity. I will argue that
  the conditions assumed by Penrose in his programme to study isolated syst
 ems in General Relativity are too restrictive to describe generic spacetim
 es.I will also discuss how a conformal approach to the study of the struct
 ure of spatial infinity offers the tantalising possibility of settling dow
 n the problem of spatial infinity\, thus providing us with a full understa
 nding of the way that Cauchy data determines the asymptotic behaviour of t
 he gravitational field. I will present some applications of these ideas to
  the computation of asymptotic charges.
LAST-MODIFIED:20260126T154209Z
LOCATION:DF Seminar Room (2-8.3)\, 2nd floor of Physics Building
URL:http://df.vps.tecnico.ulisboa.pt/pt/eventos/asymptotics-in-general-rel
 ativity-the-role-of-spatial-infinity/
X-ALT-DESC;FMTTYPE=text/html:<p data-block-key="hul1k">In this overview ta
 lk I will discuss the relation between the asymptotic behaviour of the gra
 vitational field at null infinity and spatial infinity\, the so-called pro
 blem of spatial infinity. I will argue that the conditions assumed by Penr
 ose in his programme to study isolated systems in General Relativity are t
 oo restrictive to describe generic spacetimes.<br/><br/>I will also discus
 s how a conformal approach to the study of the structure of spatial infini
 ty offers the tantalising possibility of settling down the problem of spat
 ial infinity\, thus providing us with a full understanding of the way that
  Cauchy data determines the asymptotic behaviour of the gravitational fiel
 d. I will present some applications of these ideas to the computation of a
 symptotic charges.</p>
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