Mahavira mathematician photo with name

Mahalanobis Subrahmanyan Chandrasekhar C. Rao Veeravalli S. Varadarajan S. Srinivasa Varadhan K. Parthasarathy probabilist M. Narasimhan C. Brahmi numerals Hindu—Arabic numeral system Symbol for zero 0 Infinite series expansions for the trigonometric functions. Rangacarya — P. Sengupta — B. Datta — T. Born in Maharashtra. Bhaskara's commentary Aryabhatiyabhasya, written in CE, is the oldest known work, in Sanskrit language, on mathematics and astronomy.

He was a follower of Aryabhat. The latter book, divided into eight chapters, dwells into mathematical astronomy. The book is also credited to have given the approximation formula for sin x. The book also discusses about longitudes of the planets, conjunctions of the planets with each other and with bright stars, eclipses of the sun and the moon, risings and settings, and the lunar crescent.

He is called Bhaskara I to distinguish from another 12th century mathematician of the same name. However Bhaskara I along with Brahmagupta is considered to be the greatest ancient Indian mathematicians of all time. Shakuntala Devi was a remarkable lady known for superfast calculations, something that had earned her the title of 'human computer'.

Born in Bangalore in the yearShakuntala's talent was first observed by her father when he was training her for remembering numbers on the card for the circuses. Shakuntala's father used to work in a circus. Soon after the father - daughter duo were traveling to do street shows based on a young Shakuntala's calculations' talent. Shakuntala had by the end of year moved to London thereby traveling across the world doing shows.

After all the young prodigy was known to solve the most complex equations within seconds. So much so that the professor of psychology at California University, Arthur Jensen, had called her to the university in the year to study her exceptional capabilities. The world was stunned with Shakuntala Devi's talent. She gave the correct answer — 18,,,, in mahavira mathematician photo with name 28 seconds.

Shakuntala Devi was also a successful astrologer and author of several books on the subject. She also wrote texts on mathematics for children and puzzles. The immensely gifted mathematician bid her adieu to the world in year Famously also called Aryabhata I CE or Aryabhata The Elder, in order to distinguish him from another tenth century mathematician of the same name, Aryabhata flourished in Patliputra during Gupta dynasty.

Aryabhata was a Scientist, Mathematician as well as an Astronomer. This is so because not only had he discovered that the Earth is spherical, which revolves around the Sun but also that the number of days in a year is In Ganita, Aryabhata has named the first 10 decimal places and given algorithms for obtaining the square and cubic roots by using the decimal number system.

Aryabhata had also developed using one of the two methods for creating the table of sines by using Pythagorean theorem. He also realized that second-order sine difference is proportional to sine. In Kala-kriya Aryabhata discusses about astronomy such as planetary motions, definitions of various units of time, etc. In Gola, Aryabhata has applied trigonometry to spherical geometry.

This also became the apparent basis for prediction of solar and lunar eclipse. The equation in Gola was used by Aryabhata to explain that the rotation of the Earth about its axis was the reason for westward motion of the stars. He also referred to reflections from the Sun for luminosity of the Moon and the planets. Calyampudi Radhakrishna Rao, considered the doyen of Indian Statistics, has works that have influenced various fields from economics to demography to medicine.

Mahavira mathematician photo with name

Born in in Karnataka, Rao had developed interest in the subject mathematics from a very early age. Evident as this is from his earlier account narrating how his father brought for him to solve a book titled 'Problems for Leelavathi' that contained questions by a mathematician for his daughter Leelavathi to solve. He explains how his father would motivate the then eleven years old Rao to try solving five to ten problems every day.

Rao had always keen interest in the subject and this is the reason why he could win for himself the Chandrasekara Iyer Scholarship for both the years at intermediate level. Even M. A, he graduated with first class honours from Andhra University in the year However it was his year at the Indian Statistical Institute that proved to be a turning point in the life of young Roy.

Here he got to publish six papers, jointly with top researcher K. Nair as well as indepently in the year Rao received gold medal and a first class M. Rao' work focussed on four areas- multivariate analysis, linear model, designs in experiments, characterisation of probability distributions- and this focus continued to be his area of specialisation for the rest of his career.

Rao under the guidance of his mentor P. Mahalanobis has contributed to the establishment of statistical bureaus across India. Aside from the various other awards, the legendary C. Rao has been has been awarded thirty-three honorary degrees by universities in eighteen countries if the world. Arithmetical operations 3. Operations involving fractions 4.

Miscellaneous operations 5. Operations involving the rule of three 6. Mixed operations 7. Operations relating to the calculations of areas 8. Operations relating to excavations 9. Operations relating to shadows. Yativrsabha Born: Around 6th-century CE Known for: Mathematician and writer of the book Tiloyapannatti which gives various units for measuring distances and time and postulated different concepts about infinity.

Mahavira Born: 9th century CE Notable Work: His work is a highly syncopated approach to algebra and the emphasis in much of his text is on developing the techniques necessary to solve algebraic problems. Bhaskara II Born: — CE Known for: Discovery of the principles of differential calculus and its application to astronomical problems and computations Madhava of Sangamagrama Born: CE Known for: Discovery of power series expansions of trigonometric sine, cosine and arctangent functions Notable work: Golavada, Madhyamanayanaprakara, Venvaroha Shrikhande Born: 19 October Known for: Euler's conjecture Seshadri Born: February 29, Known for: Seshadri constant; Narasimhan—Seshadri theorem;standard monomial theory Nambooripad Born: 6 April Parthasarathy Born: 25 June Known for: Quantum stochastic calculus Veeravalli S.