2 citations · 3 across the 10 of their papers we have counts for
10 papers
The uniform asymptotics for real double Hurwitz numbers with triple ramification II: lower bounds and asymptotics
Yanqiao Ding, Kui Li, Huan Liu +1
This is the second of two papers on the uniform asymptotics for real double Hurwitz numbers with triple ramification. Using the modified tropical correspondence theorem established…
Refined floor diagrams relative to a conic and Caporaso-Harris type formula
Yanqiao Ding, Jianxun Hu
We prove a -refined correspondence theorem between higher genus relative Gromov-Witten invariants with a Lambda class insertion in the blow-up of at $k…
Real polynomial Hurwitz numbers
Yanqiao Ding
We show that the signed counts of normalized real polynomials, as defined by Itenberg and Zvonkine, provide the signed counts of genus zero real ramified coverings of the Riemann s…
The uniform asymptotics for real double Hurwitz numbers with triple ramification I: the tropical correspondence
Yanqiao Ding, Kui Li, Huan Liu +1
This is the first of two papers on the uniform asymptotics for real double Hurwitz numbers with triple ramification. Real double Hurwitz numbers with triple ramification count the…
Asymptotics for real monotone double Hurwitz numbers
Yanqiao Ding, Qinhao He
In recent years, monotone double Hurwitz numbers were introduced as a naturally combinatorial modification of double Hurwitz numbers. Monotone double Hurwitz numbers share many str…
On the lower bounds for real double Hurwitz numbers
Yanqiao Ding
As the real counterpart of double Hurwitz number, the real double Hurwitz number depends on the distribution of real branch points. We consider the problem of asymptotic growth of…
A remark on Gromov-Witten-Welschinger invariants of
Yanqiao Ding
We generalize the formula of Gromov-Witten-Welschinger invariants of established by E. Brugallé and P. Georgieva in [BG16b] to $\mathbb{C} P^3\#\overline{\mathbb{C…
Higher genus Welschinger invariants under real surgeries
Yanqiao Ding
According to [3], a real surgery of a real del Pezzo surface along a real sphere is a modification of the real structure on in a neighborhood of $…
Welschinger invariants of Blow-ups of symplectic 4-manifolds
Yanqiao Ding, Jianxun Hu
Using the degeneration technique, one studies the behavior of Welschinger invariants under the blow-up, and obtains some blow-up formulae of Welschinger invariants. One also analys…
The Weinstein Conjecture in Product of Symplectic Manifolds
Yanqiao Ding, Jianxun Hu
In this paper, using pseudo-holomorphic curve method, one proves the Weinstein conjecture in the product of two strongly geometrically bounded symplectic manifolds…