Summary
Highlights
A numeration system is a set of symbols used to represent numbers. A number is an abstract concept for quantifying, whereas a numeral is the specific symbol used to represent that concept.
This section reviews how different cultures, including Egyptians, Babylonians, Mayans, and Chinese, developed systems based on their environments, utilizing tallies, pictures, or base systems (60 for Babylonians, 20 for Mayans).
The Greek system utilized the alphabet for numerical values, while the Roman system relied on seven specific letters. Both systems eventually struggled with complex calculations due to their structures and the notable absence of a zero.
The Hindu-Arabic system became the global standard because it includes zero, a placeholder that enables fluid and efficient mathematical operations. Its adoption in the West was facilitated by figures like Fibonacci and the spread of scientific advancements.