3 Famous Mathematicians

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Presentation transcript:

3 Famous Mathematicians By:Garrette Peck

Basic info over Aryabhatta He was born on 478 He died on 550 He was born in ashmaka & kusumapura (india)

Aryabhatta While Europe was in its early Dark Age, Aryabhatta advanced arithmetic, algebra, elementary analysis, and especially trigonometry, using the decimal system. Aryabatta Is sometimes called the father of algebra.

Great accomplishments of Aryabhatta The accomplishment was the Aryabhatta Algorithm, it was the connection to continue fractions for solving Diophantine equations. Aryabhatta made several important discoveries in astronomy; for example, his estimate of he Earth’s circumference was more accurate than any achieved in anceint Greece.

Picture of Aryabhatta

Christiaan Huygens He was born on 1629 He died on 1695 He was born in Holland, France

Info on Christiaan Huygens He was second only to Newton as the greatest mechanist of his era He was much more famous for his physical theories and inventions He developed laws of motion before newton Such as the inverse square law of gravitation Also the centripetal force And last the treatment of solid bodies rather than point approximations

Christiaan’s greatest inventions Huygens is famous for his inventions of clocks and lenses. He invented the escapement and other mechanisms With that invention, it lead to the first reliable pendulim clock He also built the first balance spring watch

Christiaan being a astronomer He discovered titan and was first to properly describe Saturn’s rings and the orion Nebula He also designed but never built, an internal combustion engine

Picture of Christaan Huygens

Florence Eliza Allen

Basic information She was born on October 4, 1876 in Horicon, Wisconsin She died on December 31, 1960

Information on Florence Eliza Allen She received her undergrduate and master degrees at the university of Wisconsin in 1900 and 1901 In 1907 she became the second woman to receive a Ph.D. in mathematics

Inventions of the Florence Eliza Allen Her thesis was entitled, the cycle involutions of third order determined by nets of curves of deficiency 0,1,qnd 2 It was published in the Quarterly journal of mathematics.

Picture of Florence Eliza Allen

My sources www.fabpedigree.com www.agnesscott.com