Yes, math has roots in Greek civilization, as many famous ancient Greek mathematicians made significant contributions to the field.

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Yes, math has roots in Greek civilization, as many famous ancient Greek mathematicians made significant contributions to the field. “The Greeks not only made their own original contributions to mathematics but also borrowed from the mathematics of earlier civilizations,” notes the University of Houston’s Department of Mathematics.

Here are some fascinating facts about math in ancient Greece:

- Greek mathematicians were the first to develop the concept of proof. Euclid’s Elements is considered to be one of the most influential works in the field of mathematics, in which he lays out detailed proofs for hundreds of theorems.
- Pythagoras, whose name is famously associated with the Pythagorean theorem, founded a religious and philosophical movement that heavily influenced Greek thought for centuries.
- Archimedes, known for his work in geometry and calculus, developed numerous formulas still used today, such as the ratio of the circumference of a circle to its diameter (pi).
- Greek mathematicians were also interested in applied mathematics, using geometry and other mathematical concepts to solve real-world problems. For example, Archimedes used math to determine the volume of irregularly shaped objects, which was useful in designing ships and weaponry for the Greek army.

Below is a table of some of the most influential ancient Greek mathematicians and their contributions to the field:

Mathematician | Contributions |
---|---|

Thales | Geometry |

Pythagoras | Pythagorean theorem, number theory |

Euclid | Elements, defining basic geometric concepts |

Archimedes | Calculus, geometry, physics |

Apollonius | Conic sections, geometry |

Diophantus | Algebra |

Ptolemy | Astronomy, trigonometry |

In conclusion, while math has evolved and advanced significantly since ancient Greece, the contributions of these pioneering mathematicians continue to influence the field and shape our understanding of mathematics today.

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In “The Greek Legacy: How the Ancient Greeks shaped modern mathematics,” the concept of proof is discussed. Ancient Greek mathematicians developed the idea of proof over 2,500 years ago, which established mathematics as a way of understanding and testing the reality of the world. By creating convincing arguments to demonstrate whether something is true or false, the Greeks laid the foundation for modern mathematics. Euclid’s development of proof with basic assumptions called axioms has led to modern mathematical understandings in fields like cryptography and engineering.

**Further answers can be found here**

Mathematics comes from mathematos (µαθήµατoς), meaning knowledge or learning; the term would therefore cover anything that might be taught in Greek schools. Geometry literally means earth-measure. Gi (γη) dates from pre-5th century BC, meaning land, earth or soil.

Mathematics was developed before the Greeks and in other places on earth independently. It was developed in Babylonia and Egypt (and the ancient Greeks said they initially learned mathematics from the Babylonians and Egyptians) as well as India, China, and elsewhere.

But the Greeks created a mathematics of a different kind. It was formal mathematics with explicit axioms, precise definitions, and proofs that relied on strict logical deduction.

Even now, most mathematics courses before college aren’t formal in that sense.

You also ask if all people have a sense of mathematics. Although some cultures didn’t develop much mathematics, those that had a need for it did. It’s one of those things that’s needed to advance civilization. There seems to be no impediment to creating mathematics.

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*It is primarily derived from the ancient Greek word mathema*meaning any study which a person may learn.

*Ancient Greek*máthēma (μάθημα), meaning "that which is learnt", "what one gets to know", hence also "study" and "science".