# Investigating Exponential and Geometric Polynomials with Euler-Seidel Algorithm

## TL;DR

This paper explores properties of exponential and geometric polynomials using the Euler-Seidel matrix method, rederiving known results and discovering new properties in the process.

## Contribution

It introduces new properties of exponential and geometric polynomials through the Euler-Seidel matrices approach, expanding existing mathematical knowledge.

## Key findings

- Reproved known properties of exponential and geometric polynomials.
- Discovered new properties of these polynomials.
- Enhanced understanding of polynomial behavior using Euler-Seidel matrices.

## Abstract

In this paper we use Euler-Seidel matrices method to find out some properties of exponential and geometric polynomials and numbers. Some known results are reproved and some new results are obtained.