Apamea (Syria) in the context of "Posidonius"

⭐ In the context of Posidonius’s life and work, Apamea is most significantly identified as his…

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⭐ Core Definition: Apamea (Syria)

Apamea (Greek: Ἀπάμεια, Apameia; Arabic: أفامية, romanizedafāmiyah), on the right bank of the Orontes River, was an ancient Greek and Roman city. It was the capital of Apamene under the Macedonians, became the capital and Metropolitan Archbishopric of late Roman province Syria Secunda, again in the crusader period.

Amongst the impressive ancient remains, the site includes the Great Colonnade which ran for nearly 2 km (1.2 mi) making it among the longest in the Roman world and the Roman Theatre, one of the largest surviving theatres of the Roman Empire with an estimated seating capacity in excess of 20,000.

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👉 Apamea (Syria) in the context of Posidonius

Posidonius (/ˌpɒsɪˈdniəs/; Ancient Greek: Ποσειδώνιος Poseidṓnios, "of Poseidon") "of Apameia" (ὁ Ἀπαμεύς) or "of Rhodes" (ὁ Ῥόδιος) (c. 135 – c. 51 BC), was a Greek politician, astronomer, astrologer, geographer, historian, mathematician, and teacher native to Apamea, Syria. He was considered the most learned man of his time and, possibly, of the entire Stoic school. After a period learning Stoic philosophy from Panaetius in Athens, he spent many years in travel and scientific researches in Spain, Africa, Italy, Gaul, Liguria, Sicily and on the eastern shores of the Adriatic. He settled as a teacher at Rhodes where his fame attracted numerous scholars. Next to Panaetius he did most, by writings and personal lectures, to spread Stoicism to the Roman world, and he became well known to many leading men, including Pompey and Cicero.

His works are now lost, but they proved a mine of information to later writers. The titles and subjects of more than twenty of them are known. In common with other Stoics of the middle period, he displayed syncretic tendencies, following not just the earlier Stoics, but making use of the works of Plato and Aristotle. A polymath as well as a philosopher, he took genuine interest in natural science, geography, natural history, mathematics and astronomy. He sought to determine the distance and magnitude of the Sun, to calculate the diameter of the Earth and the influence of the Moon on the tides.

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