Matches in SemOpenAlex for { <https://semopenalex.org/work/W2962714981> ?p ?o ?g. }
- W2962714981 abstract "We show that the effective field equations for a recently formulated polynomial affine model of gravity, in the sector of a torsion-free connection, accept general Einstein manifolds---with or without cosmological constant---as solutions. Moreover, the effective field equations are partially those obtained from a gravitational Yang--Mills theory known as Stephenson--Kilmister--Yang theory. Additionally, we find a generalization of a coupled massless scalar field in General Relativity within a minimally coupled scalar field in this affine model. Finally, we present a brief analysis of the propagators of the gravitational theory, and count the degrees of freedom. For completeness we prove that a Birkhoff-like theorem is valid for the analyzed sector." @default.
- W2962714981 created "2019-07-30" @default.
- W2962714981 creator A5006851989 @default.
- W2962714981 creator A5027691808 @default.
- W2962714981 date "2018-02-02" @default.
- W2962714981 modified "2023-10-12" @default.
- W2962714981 title "Einstein’s gravity from a polynomial affine model" @default.
- W2962714981 cites W1558378494 @default.
- W2962714981 cites W1574483075 @default.
- W2962714981 cites W179340343 @default.
- W2962714981 cites W1839117224 @default.
- W2962714981 cites W1840080125 @default.
- W2962714981 cites W1840356856 @default.
- W2962714981 cites W1966161082 @default.
- W2962714981 cites W1970792417 @default.
- W2962714981 cites W1972877551 @default.
- W2962714981 cites W1974281514 @default.
- W2962714981 cites W1978163885 @default.
- W2962714981 cites W1987278096 @default.
- W2962714981 cites W1998496059 @default.
- W2962714981 cites W2001582136 @default.
- W2962714981 cites W2007959513 @default.
- W2962714981 cites W2014240016 @default.
- W2962714981 cites W2016051057 @default.
- W2962714981 cites W2016939318 @default.
- W2962714981 cites W2018876765 @default.
- W2962714981 cites W2019378828 @default.
- W2962714981 cites W2021542682 @default.
- W2962714981 cites W2024934212 @default.
- W2962714981 cites W2025148421 @default.
- W2962714981 cites W2029403139 @default.
- W2962714981 cites W2033705810 @default.
- W2962714981 cites W2037780128 @default.
- W2962714981 cites W2042380891 @default.
- W2962714981 cites W2043563419 @default.
- W2962714981 cites W2050322919 @default.
- W2962714981 cites W2063904131 @default.
- W2962714981 cites W2064185701 @default.
- W2962714981 cites W2064297919 @default.
- W2962714981 cites W2067477988 @default.
- W2962714981 cites W2071163582 @default.
- W2962714981 cites W2073329515 @default.
- W2962714981 cites W2076469110 @default.
- W2962714981 cites W2086351977 @default.
- W2962714981 cites W2086900751 @default.
- W2962714981 cites W2088219818 @default.
- W2962714981 cites W2090623069 @default.
- W2962714981 cites W2093988412 @default.
- W2962714981 cites W2096566594 @default.
- W2962714981 cites W2098972385 @default.
- W2962714981 cites W2098989214 @default.
- W2962714981 cites W2115312901 @default.
- W2962714981 cites W2115485026 @default.
- W2962714981 cites W2123907697 @default.
- W2962714981 cites W2124214065 @default.
- W2962714981 cites W2128893743 @default.
- W2962714981 cites W2129206697 @default.
- W2962714981 cites W2130702733 @default.
- W2962714981 cites W2140366139 @default.
- W2962714981 cites W2147040783 @default.
- W2962714981 cites W2159086438 @default.
- W2962714981 cites W2165472147 @default.
- W2962714981 cites W2165907756 @default.
- W2962714981 cites W2166436681 @default.
- W2962714981 cites W2167425851 @default.
- W2962714981 cites W2172049416 @default.
- W2962714981 cites W2252795400 @default.
- W2962714981 cites W2512210170 @default.
- W2962714981 cites W2514798949 @default.
- W2962714981 cites W2561425288 @default.
- W2962714981 cites W2608208317 @default.
- W2962714981 cites W3098586272 @default.
- W2962714981 cites W3099272838 @default.
- W2962714981 cites W3101868850 @default.
- W2962714981 cites W3105148875 @default.
- W2962714981 cites W3106257778 @default.
- W2962714981 cites W4211176334 @default.
- W2962714981 cites W4214709064 @default.
- W2962714981 cites W4230031005 @default.
- W2962714981 cites W747354765 @default.
- W2962714981 doi "https://doi.org/10.1088/1361-6382/aaa699" @default.
- W2962714981 hasPublicationYear "2018" @default.
- W2962714981 type Work @default.
- W2962714981 sameAs 2962714981 @default.
- W2962714981 citedByCount "9" @default.
- W2962714981 countsByYear W29627149812019 @default.
- W2962714981 countsByYear W29627149812020 @default.
- W2962714981 countsByYear W29627149812021 @default.
- W2962714981 countsByYear W29627149812022 @default.
- W2962714981 crossrefType "journal-article" @default.
- W2962714981 hasAuthorship W2962714981A5006851989 @default.
- W2962714981 hasAuthorship W2962714981A5027691808 @default.
- W2962714981 hasBestOaLocation W29627149812 @default.
- W2962714981 hasConcept C105561566 @default.
- W2962714981 hasConcept C110521144 @default.
- W2962714981 hasConcept C121332964 @default.
- W2962714981 hasConcept C124017977 @default.
- W2962714981 hasConcept C146846114 @default.
- W2962714981 hasConcept C147452769 @default.
- W2962714981 hasConcept C166861157 @default.