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math.AG2022★ 2 cited
On the Hodge-BGW correspondence
Di Yang, Qingsheng Zhang
We establish an explicit relationship between the partition function of certain special cubic Hodge integrals and the generalized Brezin--Gross--Witten (BGW) partition function, wh…
math.AG2018
The Loop Equation for Special Cubic Hodge Integrals
Si-Qi Liu, Di Yang, Youjin Zhang +1
As the first step of proving the Hodge-FVH correspondence recently proposed in [19], we derive the Virasoro constraints and the Dubrovin--Zhang loop equation for special cubic Hodg…
math.AG2018
Gromov--Witten invariants of the Riemann sphere
Boris Dubrovin, Di Yang, Don Zagier
A conjectural formula for the -point generating function of Gromov--Witten invariants of the Riemann sphere for all genera and all degrees was proposed in \cite{DY2}. In this pa…