Na Wang

activity

20132023

most citedUniversal Character, Phase Model and Topological Strings on

C^{3}

22 citations · 37 across the 13 of their papers we have counts for

collaborators

Showing 2022Show all

3 papers · 1 filter

math.CO2022★ 5 cited

3D Bosons, 3-Jack polynomials and affine Yangian of $gl (1)$

Na Wang, Ke Wu

3D (3 dimensional) Young diagrams are a generalization of 2D Young diagrams. In this paper, We consider 3D Bosons and 3-Jack polynomials. We associate three parameters $h_1,h_2,h_3…

nlin.SI2022

Jack polynomials, $ℏ$ -dependent KP hierarchy and affine Yangian of $gl (1)$

Na Wang, Can Zhang, Ke Wu

In this paper, we discuss the relations between the Jack polynomials, $ℏ$ -dependent KP hierarchy and affine Yangian of $gl (1)$ . We find that $α = ℏ^{2}$ and $h_1=\…

math-ph2022★ 1 cited

Symmetric deformed 2D/3D Hurwitz-Kontsevich model and affine Yangian of gl(1)

Na Wang, Ke Wu

Since the ( $β$ -deformed) Hurwitz Kontsevich model corresponds to the special case of affine Yangian of $gl (1)$ . In this paper, we construct two general cases of the $β…

3D Bosons, 3-Jack polynomials and affine Yangian of gl(1)

Jack polynomials, ℏ-dependent KP hierarchy and affine Yangian of gl(1)

Symmetric deformed 2D/3D Hurwitz-Kontsevich model and affine Yangian of gl(1)

3D Bosons, 3-Jack polynomials and affine Yangian of $gl (1)$

Jack polynomials, $ℏ$ -dependent KP hierarchy and affine Yangian of $gl (1)$