In this paper we describe some of the constructions of FJRW theory. We also briefly describe
its relation to Saito-Givental theory via Landau-Ginzburg mirror symmetry and its relation to …

We reconstruct all-genus Fan–Jarvis–Ruan–Witten invariants of a Fermat cubic Landau–
Ginzburg space (x 1 3+ x 2 3+ x 3 3:[ℂ 3∕ μ 3]→ ℂ) from genus-one primary invariants …

For any triple of positive integers and, cusp polynomial is known to be mirror to Geigle–
Lenzing orbifold projective line. More precisely, with a suitable choice of a primitive form, the …

We introduce the SL (2, C) SL (2, C) group action on a partition function of a cohomological
field theory via a certain Givental's action. Restricted to the small phase space we describe …