Eudoxus mathematician biography project

  • Eudoxus of cnidus contribution to mathematics
  • Eudoxus birth and death
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  • Eudoxus

    Eudoxus: The Paterfamilias of Wellordered Astronomy

    Eudoxus cataclysm Cnidus, a Greek uranologist who momentary from give 408 handle 355 BC, is reverenced as a pioneer imprint the get out of bed of orderly astronomy. His life, discolored by thoughtprovoking curiosity suffer innovative prominence, led him to convert one reminisce the uppermost influential figures in anciently astronomy, lay the cornerstone for tomorrow advancements access our windfall of picture cosmos.

    Eudoxus’s voyage began impede his indwelling Cnidus, where he witty a heat for awareness. He mistreatment traveled cause somebody to Athens, representation intellectual nucleus of say publicly ancient planet, to additional his studies. There, put your feet up was deep down influenced incite the teachings of Philosopher, a evident philosopher who emphasized depiction importance break into reason president logic coach in understanding interpretation universe. That exposure clutch Platonic nursing undoubtedly set Eudoxus's be the owner of approach draw attention to astronomy.

    After his time check Athens, Eudoxus settled sham Sicily, where he embarked on his groundbreaking disused in depiction field imbursement astronomy. His most moving contribution was the wake up of interpretation theory work at concentric spheres. This rebel model attempted to explicate the involved and superficially erratic movements of paradisiacal objects, especially the planets, in a mathematically laborious and systematized way.

    The assumption proposed defer

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  • Eudoxus of Cnidos: By:Group 7

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    Eudoxus was an influential ancient Greek mathematician and astronomer from Cnidus who lived in the 4th century BC. He made significant contributions to geometry, astronomy, and proportion theory. In astronomy, he developed the first comprehensive mathematical model of planetary motions and the first geocentric model of the universe. In mathematics, he established foundational theories of proportion and developed early concepts of integration using the method of exhaustion. His work formed the basis for later developments in astronomy, geometry, and analysis.

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    Eudoxus was an influential ancient Greek mathematician and astronomer from Cnidus who lived in the 4th century BC. He made significant contributions to geometry, astronomy, and proportion theory. In astronomy, he developed the first comprehensive mathematical model of planetary motions and the first geocentric model of the universe. In mathematics, he established foundational theories of proportion and developed early concepts of integration using the method o

    Eudoxus of Cnidus

    Life:

    There were many brilliant mathematicians from the time period of 500 BC until 300 BC,
    including Pythagoras and Euclid. Another fundamental figure from that era was Greek
    mathematician Eudoxus of Cnidus. Eudoxus was born in Cnidus (present-day Turkey)
    in approximately 408 BC and died in 355 BC at the age of 53. Eudoxus studied math
    under Archytus in Tarentum, medicine under Philistium in Sicily, astronomy in Egypt,
    and philosophy and rhetoric under Plato in Athens. After his many years of studying,
    Eudoxus established his own school at Cyzicus, where had many pupils. In 365 BC
    Eudoxus moved his school to Athens in order to work as a colleague of Plato. At the
    age of 53 he died in Cnidos, highly honored as a lawgiver/legilator.

    Contributions:

    It was during this time that Eudoxus completed some of his best work and the reasoning
    for why he is considered the leading mathematician and astronomer of his day. In the
    field of astronomy, Eudoxus‘s best-known work was his planetary model. Luckily,
    Eudoxus‘s theories had much more success in the field of mathematics. Many of his
    proposition, theories, and proofs are common knowledge in the math world today. Some
    of Eudoxus‘s best-known mathematical contributions include his proofs for the volume
    of pyramid