Khang Tran

collaborators

3 papers

math.CV2025

Zero Distribution of Polynomials Generated by a Power of a Cubic Polynomial

Travis Steele, Khang Tran

For each $I^\pm > 0$ and $A (z), B (z) \in C [z]$ , we study the zero distribution of the sequence of polynomials ${P_{m}^{(I^\pm)} (z)}_{m = 0}^{\infty}$ generated by $(1+B(…

math.CO2024

A class of polynomials from enumerating queen paths

Ashish Goswami, Khang Tran

We study a class polynomials obtained from an enumeration of the number of queen paths. In particular, we find the generating function for the diagonal sequence of this table and t…

math.CV2024

Entire functions with an arithmetic sequence of exponents

Dallas Ruth, Khang Tran

For a given entire function $f (z) = \sum_{j = 0}^{\infty} a_{j} z^{j}$ , we study the zero distribution of $f_{r} (z) = \sum_{j \equiv r (mod m)} a_{j} z^{j}$ where $m \in N$ and $0\le r<…