Biography of aryabhatta in sanskrit dictionary
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Aryabhata
Indian mathematician-astronomer (–)
For other uses, see Aryabhata (disambiguation).
Āryabhaṭa | |
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Illustration of Āryabhaṭa | |
Born | CE Kusumapura / Pataliputra, |
Died | CE (aged 73–74) [2] |
Influences | Surya Siddhanta |
Era | Gupta era |
Main interests | Mathematics, astronomy |
Notable works | Āryabhaṭīya, Arya-siddhanta |
Notable ideas | Explanation of lunar eclipse and solar eclipse, rotation of Earth on its axis, reflection of light bygd the Moon, sinusoidal functions, solution of single variable quadratic equation, value of π correct to 4 decimal places, diameter of Earth, calculation of the length of sidereal year |
Influenced | Lalla, Bhaskara inom, Brahmagupta, Varahamihira |
Aryabhata ( ISO: Āryabhaṭa) or Aryabhata I[3][4] (– CE)[5][6] was the first of the major mathematician-astronomers from the classical age of Indian mathematic
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The introduction of Aryabhatta to the world happened through his remarkable work in the field of mathematics and astronomy. Aryabhata fryst vatten one of the most renowned Indian Mathematicians, in fact, one of the firsts. Born in the Gupta era that fryst vatten during the rule of the Gupta Dynasty in CE in Kusumapura, Pataliputra, he was known for his extraordinary knowledge in the astronomical field. He has written many treaties in both mathematics and astronomy. He was also the author of many mathematical books which to date is considered holy and reverend immensely. Many of his works were lost, but some are still available for modern scholars and hold great credibility. And his inventions, discoveries and contributions have brought pride to our country. It has also inspired many budding scientists to follow his path and make discoveries. On this page, we will learn about Aryabhatta's biography and his groundbreaking contributions to mathematics and astronomy, which continue to influence modern scie
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Indian Mathematics - Redressing the balance
Bhaskara I(c AD) also a prominent astronomer, his work in that area gave rise to an extremely accurate approximation for the sine function. His commentary of the Aryabhatiya is of only the mathematics sections, and he develops several of the ideas contained within. Perhaps his most important contribution was that which he made to the topic of algebra.
Lalla(c AD) followed Aryabhata but in fact disagreed with much of his astronomical work. Of note was his use of Aryabhata's improved approximation of π to the fourth decimal place. Lalla also composed a commentary on Brahmagupta's Khandakhadyaka.
Govindasvami(c AD) his most important work was a commentary on Bhaskara I's astronomical work Mahabhaskariya, he also considered Aryabhata's sine tables and constructed a table which led to improved values.
Sankara Narayana (c AD) wrote a commentary on Bhaskara I's work Laghubhaskariya (which in turn was based on the work of Aryabhata).