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2017

Symplectic formulation of the type IIA nongeometric scalar potential

Gao, Xin, Shukla, Pramod, Sun, Rui

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We study the four-dimensional (4D) scalar potential arising from a generalized type IIA flux superpotential including the (non-)geometric fluxes.

First, we show that using a set of peculiar flux combinations, the 4D scalar potential can be formulated into a very compact form.
This is what we call as the `symplectic formulation' from which one could easily anticipate the ten-dimensional origin of the effective scalar potential.
We support our formulation through an alternate derivation of the scalar potential via considering the Double Field Theory (DFT) reduction on a generic Calabi Yau orientifold.

Symplectic formulation of the type IIA nongeometric scalar potential · Around

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