Holomorphic anomaly equation for (P2 , ) and the Nekrasov-Shatashvili limit of local P Page 1
Forum of Mathematics, Pi (2021), Vol. 9:e3 1–57 doi:10.1017/fmp.2021.3 RESEARCH ARTICLE …

Orbifold and logarithmic structures provide independent routes to the virtual enumeration of
curves with tangency orders for a simple normal crossings pair $(X| D) $. The theories do not …

Multi-scale differentials are constructed in [BCGGM3], from the viewpoint of flat and complex
geometry, for the purpose of compactifying moduli spaces of curves together with a …

Structures in genus‐zero relative Gromov–Witten theory - Fan - 2020 - Journal of Topology -
Wiley Online Library Skip to Article Content Skip to Article Information London Mathematical …

Given a smooth projective variety X and a smooth divisor D⊂ X, we study relative Gromov–
Witten invariants of (X, D) and the corresponding orbifold Gromov–Witten invariants of the r …

We define a new Gromov–Witten theory relative to simple normal crossing divisors as a limit
of Gromov–Witten theory of multi-root stacks. Several structural properties are proved …

arXiv:2403.05190v1 [math.AG] 8 Mar 2024 Page 1 arXiv:2403.05190v1 [math.AG] 8 Mar
2024 STABLE TREE EXPRESSIONS WITH OMEGA-CLASSES AND DOUBLE …

Let X be a smooth projective variety with a simple normal crossing divisor D:= D 1+ D 2+⋯+
D n, where D i⊂ X are smooth, irreducible and nef. We prove a mirror theorem for multi-root …

We construct a proper moduli space which is a Deligne–Mumford stack parametrising
quasimaps relative to a simple normal crossings divisor in any genus using logarithmic …

We study how relative quantum cohomology, defined by Tseng--You and Fan--Wu--You,
varies under birational transformations. For toric complete intersections with simple normal …