The triangular array of binomial coefficients (triangle) was discussed by Persian Mathematician Al-Karaji (953-1029) and later invented and implemented by Persian Mathematician/Astronomer/Poet Omar Khayyam in the year 1070. In the 13th century, about 200 years after Khayyam's discovery, Yang Hui (1238-1298) of China "discovered it." Now almost 400 years after Omar Khayyam's discovery, a French Mathematician Blaise Pascal (1623-1662) again "supposedly discovers" this binomial triangular array, in the 17th century. So why is this triangle not called Khayyam's Triangle? I'm not sure either, even with significant evidence from Khayyam's Algebra Book. However there is your answer to when Mr. Pascal "created" it.
Mainly for Eurocentric reasons. The triangle was well known more than 1800 years before Pascal. In Iran it is known as the Khayyam triangle (Omar Khayyam , 11-12 century); in China, it is known as Yang Hui's triangle after the Chinese mathematician from the 13th century.
I dont know.lol
the Kentucky derby
Although Descartes is generally credited with inventing analytical geometry, several aspects had been used by the Greek mathematicians Menaechmus (4th century BC) and Apollonius of Perga (3rd century BC). Much later (11th century), the Persian mathematician Omar Khayyam, used methods which modern mathematicians consider akin to analytical geometry. In 1637 Rene Descartes published his work on the topic but it was incomplete and was in French. It took another decade or so before it was translated into Latin and some of the gaps filled that Descartes' ideas took off.
The triangular array of binomial coefficients (triangle) was discussed by Persian Mathematician Al-Karaji (953-1029) and later invented and implemented by Persian Mathematician/Astronomer/Poet Omar Khayyam in the year 1070. In the 13th century, about 200 years after Khayyam's discovery, Yang Hui (1238-1298) of China "discovered it." Now almost 400 years after Omar Khayyam's discovery, a French Mathematician Blaise Pascal (1623-1662) again "supposedly discovers" this binomial triangular array, in the 17th century. So why is this triangle not called Khayyam's Triangle? I'm not sure either, even with significant evidence from Khayyam's Algebra Book. However there is your answer to when Mr. Pascal "created" it.
Mainly for Eurocentric reasons. The triangle was well known more than 1800 years before Pascal. In Iran it is known as the Khayyam triangle (Omar Khayyam , 11-12 century); in China, it is known as Yang Hui's triangle after the Chinese mathematician from the 13th century.
Omar Khayyam
a mathematician from the 11th century would be Omar Khayyam.
Omer Khayyam was a great poet and a prominent mathematician of the Islamic world. Bertrand Russell remarked about him with the following. "Omer Khayyam is the only man known to me who was both a poet and a mathematician".
The works of the Persian poet and mathematician, Omar Khayyam (1048-1131), were all written in the early 12th Century.
Omar Khayyam, a Persian mathematician, astronomer, and poet, is best known for his work on algebra and his poetry collection "Rubaiyat." He made significant contributions to the development of the calendar, as well as studies of algebraic equations.
He was a philosopher and teacher who wrote an important treatise on algebra, contributed to calendar reform, and is best known today for his book of poetry, The Rubáiyát of Omar Khayyám.
Omar Khayyam lived in Persia, which is now modern-day Iran, during the 11th and 12th centuries. He was a mathematician, astronomer, and poet known for his Rubaiyat, a collection of quatrains.
Omar Khayyam was famous for his poetry, particularly his quatrains in the collection known as the Rubaiyat, as well as for his contributions to mathematics and astronomy, including his work on geometry and the development of a new calendar.
He contributed to Islamic civilisation in the form of poetry, specifically the Rubiyat (Quatrains) for which he is most famous. He was also a famous Mathematician.
he described Pascals triangle 500 years prior to Pascal. He also developed the Iranian calendar, a.k.a. the Jalali calendar which was more accurate than the Gregorian calendar.