List of Major Indian Mathematicians
| S. No. | Mathematician | Period | Major Contributions / Achievements |
|---|---|---|---|
| 1 | Aryabhata | 476–550 CE (approx.) | Wrote the Aryabhatiya, contributed to arithmetic, algebra, trigonometry and astronomical calculations, and gave an approximation of pi. |
| 2 | Brahmagupta | 598–668 CE (approx.) | Developed important rules involving zero and negative numbers and contributed to algebra and geometry. |
| 3 | Bhaskara I | 7th century CE | Explained Aryabhata's mathematical work and developed a notable approximation formula for the sine function. |
| 4 | Mahavira | 9th century CE | Wrote the Ganita Sara Sangraha, covering arithmetic, fractions, geometry and algebra. |
| 5 | Bhaskara II (Bhaskaracharya) | 1114–1185 CE | Authored Siddhanta Shiromani, including Lilavati and Bijaganita, with major contributions to arithmetic, algebra and astronomy. |
| 6 | Madhava of Sangamagrama | c. 1340–1425 | Founder of the Kerala school of astronomy and mathematics; developed infinite-series methods for trigonometric functions and pi. |
| 7 | Nilakantha Somayaji | 1444–1544 | Contributed to astronomy and mathematical analysis, including a refined planetary model and infinite-series methods. |
| 8 | Jyeshthadeva | 16th century | Authored the Yuktibhasa, a Malayalam work explaining mathematical proofs and results associated with the Kerala school. |
| 9 | Srinivasa Ramanujan | 1887–1920 | Made extraordinary contributions to number theory, infinite series, partitions and continued fractions. |
| 10 | D. R. Kaprekar | 1905–1986 | Known for recreational mathematics, Kaprekar's constant 6174 and investigations of number patterns. |
| 11 | Ganesh Prasad | 1876–1935 | Contributed to mathematical analysis, potential theory and the development of mathematical research in India. |
| 12 | Prasanta Chandra Mahalanobis | 1893–1972 | Developed the Mahalanobis distance and made major contributions to statistics and large-scale sample surveys. |
| 13 | Harish-Chandra | 1923–1983 | Made influential contributions to representation theory, harmonic analysis and the theory of Lie groups. |
| 14 | K. S. Chandrasekharan | 1920–2017 | Contributed to analytic number theory, summability and mathematical research education in India. |
| 15 | Cal yampudi Radhakrishna Rao (C. R. Rao) | 1920–2023 | Renowned statistician whose work includes the Cramér–Rao bound, Rao–Blackwell theorem and major advances in statistical inference. |
| 16 | Manjul Bhargava | 1974–present | Indian-origin mathematician known for major advances in number theory; awarded the Fields Medal in 2014. |
| 17 | Akshay Venkatesh | 1981–present | Mathematician born in India whose research spans number theory, dynamics and representation theory; awarded the Fields Medal in 2018. |
| 18 | Neena Gupta | 1984–present | Indian mathematician known for work in affine algebraic geometry, including a major contribution to the Zariski Cancellation Problem. |
| 19 | Supriya Kar | Contemporary | An Indian mathematics researcher; individual research contributions should be verified against an authoritative academic profile before inclusion in a definitive historical list. |
| 20 | Ritabrata Munshi | Contemporary | Indian mathematician known for research in number theory, particularly arithmetic aspects of automorphic forms and related topics. |
Notes:
- Ancient and medieval dates are often approximate because surviving historical records vary.
- Ramanujan is particularly famous for his work in number theory and infinite series.
- The Kerala school made important early contributions to infinite-series mathematics centuries before these methods became widely known in Europe.
- Manjul Bhargava and Akshay Venkatesh are Fields Medal recipients; the Fields Medal is one of the most prestigious awards in mathematics.
- This list includes mathematicians from different periods and mathematical disciplines; it is not a ranking.
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