Pythagoras
Pythagoras of Samos was a famous Greek mathematician and philosopher (c. 569 – c. 475 BC).[2][3]
Pythagoras | |
|---|---|
 | |
| Born | c. 570 BC |
| Died | c. 495 BC (aged around 75) either Croton or Metapontum |
| Era | Pre-Socratic philosophy |
| Region | Western philosophy |
| School | Pythagoreanism |
Main interests | |
Notable ideas | Attributed ideas:
|
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He is best known for the proof of an important Pythagorean theorem, This is about right angle triangles.
He started a group of followers called the Pythagoreans, who lived like monks.[2][3]
Life and travels
changePythagoras was born in Samos, a little island off the western coast of Asia Minor. Pythagoras traveled to many places, including Miletus, Egypt, Babylon, and southern Italy. Southern Italy was where he founded the Pythagorean school, in the town of Croton.[2][3]
Impact
changePythagoras had a great impact on mathematics and theory of music. His theories are still used in mathematics today. Since he worked very closely with his group, the Pythagoreans, it is sometimes hard to tell his works from those of his followers.[2][3]
Religion was important to the Pythagoreans. They believed the soul is immortal and goes through a cycle of rebirths[3] until it becomes pure.[2]
His beliefs
changePythagoras' most important beliefs were that:
- At its deepest level, reality is mathematical in nature,
- Philosophy can be used for spiritual purification,
- The soul can rise to union with the divine,
- Certain symbols have a mystical significance, and
- All brothers and sisters of the order should observe strict loyalty and secrecy.[2]
Pythagorean theorem
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Pythagoras is most famous for his theorem about right triangles. He said that the length of the longest side of the right angled triangle (called the hypotenuse) squared would equal the sum of the other two sides squared: a² + b² = c². There are many different proofs for this Pythagorean theorem.[3]
Sources
change- Joost-Gaugier, Christiane L. (2006), Measuring Heaven: Pythagoras and his Influence on Thought and Art in Antiquity and the Middle Ages, Ithaca, New York: Cornell University Press, ISBN 978-0-8014-7409-5
References
change- ↑ Joost-Gaugier 2006, p. 143.
- ↑ 2.0 2.1 2.2 2.3 2.4 2.5 O'Connor, J.J. (1999). "Pythagoras of Samos". Archived from the original on 30 July 2012. Retrieved 18 March 2024.
- ↑ 3.0 3.1 3.2 3.3 3.4 3.5 Willers, Michael (2021). Mathematics: From Algebra to Algorithms, Adventures in Numbers. London, UK: New Burlington Boos. pp. 42–45. ISBN 978-1-80242-020-3.
Other websites
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Works related to Pythagoras at Wikisource- Pythagoras on Encyclopædia Britannica
