Was mathematical skill as common in ancient Rome as it is today?
In short: We often imagine the ancient world as a place of simple arithmetic, but new research suggests a much broader spectrum of skill. From mosaic craftsmen to theoretical giants, the boundaries between practical counting and advanced mathematics may have been far more fluid than we assume.
In a lecture for Gresham College, Dr. Serafera Cuomo of Birkbeck, University of London, explores the ubiquity of numeracy in ancient Greek and Roman civilizations. Rather than viewing mathematical ability as a binary trait, Cuomo proposes viewing numeracy as a spectrum of abilities, much like literacy. This inquiry is part of a larger academic effort to understand how mathematical competence functioned across different eras. It follows a long-standing tradition of public education, as Gresham College has been hosting free lectures for the public since 1597.
At one end of this spectrum, individuals might have engaged in sophisticated mathematical games or performed complex tasks like approximating a cube root. At the other end, basic numeracy involved simple counting and recognizing numbers. Cuomo argues for a continuity between these levels, suggesting there is no strict wedge between 'pure' theoretical mathematics and 'applied' practical use. This range of competence includes those capable of performing basic sums. The researcher's current project aims to prove that these numerical skills were just as widespread in antiquity as they are in the modern world.
This continuity is illustrated by comparing the work of Euclid, who inscribed hexagons in circles within his 'Elements', to the practical calculations of a craftsman determining how many panels would fit into a mosaic floor. While the scarcity of evidence remains a challenge for classicists, Cuomo's research, supported by a Leverhulme Trust grant, seeks to demonstrate that these mathematical practices were deeply embedded in the fabric of ancient society. The study is currently a work in progress, with the researcher acknowledging that her current definitions and assumptions serve as temporary scaffolding. She remains open to revising her conclusions as her investigation into the available classical evidence continues.
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Sources
- Summary by Intellect · source: Exploring Ancient Greek and Roman Numeracy - Dr Serafina Cuomo
- Also: Part Three: Exploring Ancient Greek and Roman Numeracy
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