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By using the infinitesimally marking point to break the loop in thelocalization calculation as Kim and Lho, and Zinger's explicit formulas fordouble $J$-functions, we obtain a formula for genus one stable quasimapsinvariants when the target is a complete intersection Calabi-Yau in projectivespace, which gives a new proof of Kim and Lho's mirror theorem for ellipticquasimap invariants.

Genus one stable quasimap invariants for projective complete intersections