Newton (1642 - 1727)
His discovery probably would not have resulted if it was not for the Great Plague, which forced the closing of Cambridge University. The young Newton moved back to his family in Northern England, which sparked of his line of discoveries. Among them were the differential and integral calculus; binomial series for negative and fractional exponents; universal gravitation as the key to the mechanism of the solar system; and the resolution of sunlight into the visual spectrum by means of a prism. What we call as differential and integral calculus, he called it " the direct and inverse method of fluxions. " He had no urge to publish his ideas and it only came out into the public because of his friends persistent persuasion. All these ideas flourished when he was at a tender age of only 22 and 23. Later in life, he moved on to theology and alchemy. He finally moved to London and became Master of the Mint. He was success in stabilizing the British pound and apprehending numerous counterfeiters earned him his knighthood. After his death, the whole nation mourned for a man who created modern physical science which applies till today.
Leibniz (1646 1716)
Probably the only man to rival Newton in his time, he is famous as a mathematician and
a philosopher. He was a lawyer, diplomat, historian, librarian, landscape architect,
physicist, geologist, logician, theologian, economist, and much else. Without his
researches as historian and genealogist, George Louis of Hanover would never have become
George I, the first German King of England. He was also described as the greatest
librarian that ever lived. He founded the Berlin Academy of Sciences and also Acta
Eruditorum. He made many contributions to the developments of the calculus and introduced
the basic notations dy/dx and
ydx .
Riemann ( 1826 1866 )
He would be considered the most influential mathematician. His celebrated dissertation, " Foundation for a General Theory of Functions of a Complex Variable." He approached this subject based on general principles rather than formulas and calculations. His brief work on the distribution of prime numbers sparked of several branches of mathematics and today every advanced course in number theory still has in influence and ideas in them. The Reimannian Geometry, which was one of his topics in a trial lecture, proved to be one of the great classical pieces of mathematics. Albert Einstein would depend on it heavily in his creation of the General Theory of Relativity. In his short life he wrote few but intense works. He was plagued by illnesses and died at the age of 39. His remains can no longer be found but he lives almost everywhere in modern mathematics.