A stubbed light-cone-gauge superstring field theory is constructed from the Witten-type A-infinity theory via Kaku-type and Kugo-Zwiebach-type theories.
Transferring $A_\infty$ (strongly homotopy associative) structures
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abstract
We give explicit formulas for transfers of $A_\infty$-structures and related maps and homotopies in the most easy situation in which these transfers exist. One half of our formulas was already known to Kontsevich-Soibelman and to Merkulov who derived them, without explicit signs, under slightly stronger assumptions than those made in this note.
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A consistent light-cone-gauge superstring field theory
A stubbed light-cone-gauge superstring field theory is constructed from the Witten-type A-infinity theory via Kaku-type and Kugo-Zwiebach-type theories.