$(p+2)$-form gauge fields for $p$-brane through an action-at-a-distance

Details $(p+2)$-form gauge fields for $p$-brane through an action-at-a-distance $(p+2)$-form gauge fields for $p$-brane through an action-at-a-distance

1997-12-26

arxiv.org/abs/hep-th/9712234v1

Nuovo Cim. B114 (1999) 589-593

Physics

High Energy Physics

High Energy Physics - Theory

6 pages

Scientific paper

In the conventional $p$-brane theory, a gauge ($p+1$)-form field $\phi^{(p+1)}$ mediates the interaction between $p$-branes, which is gauge invariant in the sense $\phi^{(p+1)}\to \phi^{(p+1)}+d\Lambda^{(p)}$ with $\Lambda^{(p)}$, an arbitrary $p$-form and $d$, a boundary operator. We, on the contrary, propose to introduce a new gauge field $\phi^{(p+2)}$ mediating the interaction, and we have a new type of gauge transformation: $\phi^{(p+2)}\to \phi^{(p+2)} +\delta\Lambda^{(p+3)}$, with $\delta$, a coboundary operator.

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