Construction of action for heterotic string field theory including the Ramond sector
Keiyu Goto, Hiroshi Kunitomo

TL;DR
This paper develops a comprehensive action for heterotic string field theory, extending previous open superstring formulations, and explicitly constructs it up to quartic order in the Ramond sector.
Contribution
It introduces a complete heterotic string field theory action including the Ramond sector, extending prior open superstring formulations and employing a dual eta-Q formulation.
Findings
Explicit quadratic and quartic order action constructed
Dual formulation exchanging eta and Q used successfully
Advances the understanding of heterotic string field theory structure
Abstract
Extending the formulation for open superstring field theory given in arXiv:1508.00366, we attempt to construct a complete action for heterotic string field theory. The action is non-polynomial in the Ramond string field Psi, and we construct it order by order in Psi. Using a dual formulation in which the role of eta and Q is exchanged, the action is explicitly obtained at the quadratic and quartic order in Psi with the gauge transformations.
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