# A new look at Bernoulli's inequality

## TL;DR

This paper introduces a novel generalization of Bernoulli's inequality using discrete fractional calculus, providing new insights into its mathematical properties.

## Contribution

It presents a new approach to Bernoulli's inequality through discrete fractional calculus, which has not been explored before.

## Key findings

- Established a generalized form of Bernoulli's inequality
- Applied discrete fractional calculus to inequality analysis
- Proposed a novel mathematical framework for inequalities

## Abstract

In this work, a generalization of the well known Bernoulli inequality is obtained by using the theory of discrete fractional calculus. As far as we know our approach is novel.