Famous Mathematicians
Thales of Miletus (c. 624 – c.547/546 BC)
a Greek mathematician who contributed the 5 theorems of geometry. Thales used principles of mathematics, specifically geometry, to solve everyday problems. He is considered as the “first true mathematician”. His deductive reasoning principles are applied in geometry that is a product of “Thales’ Theorem.”
a Greek mathematician who contributed the 5 theorems of geometry. Thales used principles of mathematics, specifically geometry, to solve everyday problems. He is considered as the “first true mathematician”. His deductive reasoning principles are applied in geometry that is a product of “Thales’ Theorem.”
Pythagoras(c. 570 – c. 495 BC)
Pythagoras was a Greek mathematician known for formulating the Pythagorean Theorem. He was also a philosopher who taught that numbers were the essence of all things. He associated numbers with virtues, colors, music and other qualities. He also believed that the human soul is immortal and after death it moves into another living being, sometimes an animal.
euclid
Euclid was a Greek mathematician, known as Euclid of Alexandria, and often referred to as the “Father of Geometry.” In Greek, his name means “Good Glory,” as Euclid is the anglicized version of the Greek name. He is famous for the treatise Elements, which is considered to catalog and place much of Greek mathematics on a firm foundation.
Considered one of the most influential works in the history of mathematics, Euclid’s work was the main textbook for teaching mathematics up until the 20th century. In Elements, the author deduced some geometrical principles based on a small set of axioms. Other themes approached in his work include conic sections, perspective, number theory, spherical geometry and rigor.
Reference:
http://famous-mathematicians.org/
Considered one of the most influential works in the history of mathematics, Euclid’s work was the main textbook for teaching mathematics up until the 20th century. In Elements, the author deduced some geometrical principles based on a small set of axioms. Other themes approached in his work include conic sections, perspective, number theory, spherical geometry and rigor.
Reference:
http://famous-mathematicians.org/