FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3120478847> ?p ?o ?g. }

• W3120478847 abstract "In $d$ dimensions, the model for a massless $p$-form in curved space is known to be a reducible gauge theory for $p>1$, and therefore its covariant quantisation cannot be carried out using the standard Faddeev-Popov scheme. However, adding a mass term and also introducing a Stueckelberg reformulation of the resulting $p$-form model, one ends up with an irreducible gauge theory which can be quantised `a la Faddeev and Popov. We derive a compact expression for the massive $p$-form effective action, $Gamma^{(m)}_p$, in terms of the functional determinants of Hodge-de Rham operators. We then show that the effective actions $Gamma^{(m)}_p$ and $Gamma^{(m)}_{d-p-1}$ differ by a topological invariant. This is a generalisation of the known result in the massless case that the effective actions $Gamma_p$ and $Gamma_{d-p-2}$ coincide modulo a topological term. Finally, our analysis is extended to the case of massive super $p$-forms coupled to background ${cal N}=1$ supergravity in four dimensions. Specifically, we study the quantum dynamics of the following massive super $p$-forms: (i) vector multiplet; (ii) tensor multiplet; and (iii) three-form multiplet. It is demonstrated that the effective actions of the massive vector and tensor multiplets coincide. The effective action of the massive three-form is shown to be a sum of those corresponding to two massive scalar multiplets, modulo a topological term." @default.
• W3120478847 created "2021-01-18" @default.
• W3120478847 creator A5004587836 @default.
• W3120478847 creator A5007229625 @default.
• W3120478847 date "2021-01-11" @default.
• W3120478847 modified "2023-09-25" @default.
• W3120478847 title "Effective actions for dual massive (super) p-forms" @default.
• W3120478847 cites W1518469464 @default.
• W3120478847 cites W1627520040 @default.
• W3120478847 cites W1966039876 @default.
• W3120478847 cites W1971201155 @default.
• W3120478847 cites W1971459518 @default.
• W3120478847 cites W1973986714 @default.
• W3120478847 cites W1976512014 @default.
• W3120478847 cites W1977909112 @default.
• W3120478847 cites W1980985922 @default.
• W3120478847 cites W1985178772 @default.
• W3120478847 cites W1996797623 @default.
• W3120478847 cites W2002815423 @default.
• W3120478847 cites W2008828135 @default.
• W3120478847 cites W2010905129 @default.
• W3120478847 cites W2012267536 @default.
• W3120478847 cites W2013064574 @default.
• W3120478847 cites W2016565123 @default.
• W3120478847 cites W2020329996 @default.
• W3120478847 cites W2020410206 @default.
• W3120478847 cites W2022234491 @default.
• W3120478847 cites W2022638425 @default.
• W3120478847 cites W2022951337 @default.
• W3120478847 cites W2023083676 @default.
• W3120478847 cites W2024878448 @default.
• W3120478847 cites W2026039129 @default.
• W3120478847 cites W2026534247 @default.
• W3120478847 cites W2031051570 @default.
• W3120478847 cites W2036079143 @default.
• W3120478847 cites W2038771014 @default.
• W3120478847 cites W2040730892 @default.
• W3120478847 cites W2052848944 @default.
• W3120478847 cites W2054524488 @default.
• W3120478847 cites W2055971594 @default.
• W3120478847 cites W2057366522 @default.
• W3120478847 cites W2059374985 @default.
• W3120478847 cites W2060554406 @default.
• W3120478847 cites W2064537379 @default.
• W3120478847 cites W2068084832 @default.
• W3120478847 cites W2069529359 @default.
• W3120478847 cites W2071148961 @default.
• W3120478847 cites W2074120956 @default.
• W3120478847 cites W2075044451 @default.
• W3120478847 cites W2075523880 @default.
• W3120478847 cites W2076469110 @default.
• W3120478847 cites W2076498275 @default.
• W3120478847 cites W2077001412 @default.
• W3120478847 cites W2081329062 @default.
• W3120478847 cites W2087102341 @default.
• W3120478847 cites W2092541388 @default.
• W3120478847 cites W2095255064 @default.
• W3120478847 cites W2102380794 @default.
• W3120478847 cites W2106931295 @default.
• W3120478847 cites W2108534226 @default.
• W3120478847 cites W2110388865 @default.
• W3120478847 cites W2118785154 @default.
• W3120478847 cites W2131802687 @default.
• W3120478847 cites W2133672717 @default.
• W3120478847 cites W2156682843 @default.
• W3120478847 cites W2171212477 @default.
• W3120478847 cites W2479288992 @default.
• W3120478847 cites W2485079493 @default.
• W3120478847 cites W2733689433 @default.
• W3120478847 cites W2794343269 @default.
• W3120478847 cites W28989502 @default.
• W3120478847 cites W2946927735 @default.
• W3120478847 cites W2993434248 @default.
• W3120478847 cites W3030385574 @default.
• W3120478847 cites W3098529359 @default.
• W3120478847 cites W3100701569 @default.
• W3120478847 cites W3102545427 @default.
• W3120478847 cites W3103352860 @default.
• W3120478847 cites W3105292080 @default.
• W3120478847 cites W3106392885 @default.
• W3120478847 cites W4210483263 @default.
• W3120478847 cites W4211142276 @default.
• W3120478847 cites W4213275890 @default.
• W3120478847 cites W4243278082 @default.
• W3120478847 cites W4248931704 @default.
• W3120478847 cites W47131799 @default.
• W3120478847 doi "https://doi.org/10.1007/jhep01(2021)040" @default.
• W3120478847 hasPublicationYear "2021" @default.
• W3120478847 type Work @default.
• W3120478847 sameAs 3120478847 @default.
• W3120478847 citedByCount "7" @default.
• W3120478847 countsByYear W31204788472021 @default.
• W3120478847 countsByYear W31204788472022 @default.
• W3120478847 crossrefType "journal-article" @default.
• W3120478847 hasAuthorship W3120478847A5004587836 @default.
• W3120478847 hasAuthorship W3120478847A5007229625 @default.
• W3120478847 hasBestOaLocation W31204788471 @default.
• W3120478847 hasConcept C110528137 @default.
• W3120478847 hasConcept C114614502 @default.
• W3120478847 hasConcept C116674579 @default.

• next