# Squares of Fibonacci-Like Numbers

## TL;DR

This paper derives a recurrence relation for the squares of Fibonacci-like numbers and explores their properties, including binomial summation identities, expanding understanding of these sequences.

## Contribution

It introduces a general recurrence relation for Fibonacci-like squares and develops related properties and identities, which were not previously established.

## Key findings

- Derived a general recurrence relation for Fibonacci-like squares
- Established double binomial summation identities
- Enhanced understanding of properties of Fibonacci-like sequences

## Abstract

We derive a general recurrence relation for squares of Fibonacci-like numbers. Various properties are developed, including double binomial summation identites.