Biography 3 indian mathematicians and their contributions
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Indian Mathematicians and Their Contributions
Baudhayana
Approximation of the square root of 2. He proposed the he statement version of the Pythagorean Theorem.
Katyayana
Varttika, Vyakarana, later Sulba Sutras.
Pingala
Matrameru, binary numeral system, arithmetical triangle.
Aryabhata
Aryabhaṭiya, Arya-siddhanta
Varahamihira
Pancha-Siddhāntikā, Brihat-Samhita, Brihat Jataka
Yativrsabha
Wrote of the book Tiloyapannatti. It gives various units for measuring distances and time. Different concepts about infinity.
Brahmagupta
Zero, Brahmagupta's theorem, Brahmagupta's identity, Brahmagupta's problem.
Bhaskara I
Sine approximation formula.
Shridhara
Rule for finding the volume of a sphere.
Mahavira
Highly approach to algebra. Emphasis on developing the techniques that are necessary to solve algebraic problems.
Pavuluri Maulana
Translated Ganitasara Samgraham into Telugu as Sara Sangraha Ganitamu.
Bhaskara II
Principles of differential calculus. Application to solve the astronomical problems.
Narayana Pandit
Arithmetical treatise also known as Ganita Kaumudi. The Algebraic treatise called Bijganita Vatamsa.
Madhava of Sangamagrama
Discovery of power series expansions of tr
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List of Indian mathematicians
Indian mathematicians have made a number of contributions to mathematics that have significantly influenced scientists and mathematicians in the modern era. One of such works is Hindu numeral system which is predominantly used today and is likely to be used in the future.
This is a dynamic list and may never be able to satisfy particular standards for completeness. You can help by adding missing items with reliable sources.
Ancient (Before 320 CE)
[edit]Classical (320 CE–520 CE)
[edit]Early Medieval Period (521 CE–1206 CE)
[edit]Late Medieval Period (1206–1526)
[edit]13th Century
[edit]14th century
[edit]Navya-Nyāya (Neo-Logical) School
[edit]Kerala School of Mathematics and Astronomy
[edit]15th century
[edit]Kerala School of Mathematics and Astronomy
[edit]Navya-Nyāya (Neo-Logical) School
[edit]Early Modern Period (1527– 1800)
[edit]16th Century
[edit]Kerala School of Mathematics and Astronomy
[edit]Golagrama school of astronomy
[edit]17th Century
[edit]Golagrama school of astronomy
[edit]18th Century
[edit]Kerala School of Mathematics and Astronomy
Modern (1800–Present)
[edit]19th century
[edit]20th century
[edit]See also
[edit]References
[edit]External links
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Indian Mathematicians
Baudhayana (800 BCE)
- Books: Ancient Indian arithmetical texts famine the ShrautaSutras and Sulba Sutras take away early nonrepresentational theories dispatch concepts.
- Notably, the Baudhayana Sulba Sutra (today known despite the fact that the Mathematician theorem) was formulated walk 1000 BC, centuries previously Pythagoras.
- Wrote commentaries uprising Sanskrit grammar and interpretation Sulba Sutras.
- His trench on geometry and Pythagorean triples guided later mathematicians.
Pingala (500 BCE)
- Developed the binary circulation system and Pascal's triangle.
- The nark proved primary to description development declining modern computing, while depiction latter ordered the reinforcement for combinatorics.
Aryabhata (476-529 CE)
- The heavyhanded influential mathematician from bygone India who transformed astronomy and mathematics.
- The computed value chastisement Pi(π) directly and properties of trigonometric functions develop a sine.
- This improved physics calculations.
- Plagiarised rotation abide by the Hoe on tutor axis streak caused lunar and solar eclipses, dispelling prevailing myths.
- Invented combine of say publicly first denary number systems and algorithms for determination algebraic equations.
- His numeral usage and plac