Egyptian fractions are a representation of rational numbers as sums of distinct unit fractions. This method of expressing fractions dates back to ancient Egyptian mathematics and has garnered interest in both mathematical research and computational applications. Recent discussions emphasize their significance in number theory and their behavior under various mathematical operations, as well as their potential applications in algorithms related to coding and data compression. Some modern researchers have been exploring efficient algorithms to convert regular fractions into Egyptian fractions, highlighting the continuing relevance of this ancient concept. The resurgence of interest indicates a unique blend of historical mathematics and modern technology.