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Search Results for 'Itprovesfruitfultostudydierenttypesofsimpleclosedgeodesicsonseparately.letg'
AnnalsofMathematics(2008),97
faustina-dinatale
LetG=syn:A(se)so#G=d(e).SinceA(x)representstherelation9yProof(d(x);y),
sherrill-nordquist
2GIDEONAMIRANDORIGUREL-GUREVICHallregulartrees.Forunimodulargraphsthefollowingsymmetryprincipleholds:MassTransportPrinciple:LetG=(V;E)beaunimodulargraph,andassumeF:VV![0;1]isautomorphisminvariant(i.e.F( v; y)=f(x;y)forany 2Aut(G)),thenforanyv2VwehaveXw2V
conchita-marotz
Theorem1.1.LetG=(V;E)beagraphonmedgesandnnodes.ThereisanO(mn)timealgor
yoshiko-marsland