Jie Wang

collaborators

3 papers

math.CO2025

A refined lower bound theorem for $d$ -polytopes with at most $2 d$ vertices

Guillermo Pineda-Villavicencio, Jie Wang, David Yost

In 1967, Grünbaum conjectured that the function $ϕ_{k} (d + s, d) := (k + 1 d + 1) + (k + 1 d) - (k + 1 d + 1 - s), for 2 \leq s \leq d$ provides the minimum number of $k$ -…

math.AC2016

Finite Basis for Radical Well-Mixed Difference Ideals Generated by Binomials

Jie Wang

In this paper, we prove a finite basis theorem for radical well-mixed difference ideals generated by binomials. As a consequence, every strictly ascending chain of radical well-mix…

math.RA2016

Toric P-Difference Varieties

Jie Wang

In this paper, we introduce the concept of P-difference varieties and study the properties of toric P-difference varieties. Toric P-difference varieties are analogues of toric vari…

A refined lower bound theorem for d-polytopes with at most 2d vertices

Finite Basis for Radical Well-Mixed Difference Ideals Generated by Binomials

Toric P-Difference Varieties

A refined lower bound theorem for $d$ -polytopes with at most $2 d$ vertices