His first researches were concerned with radioactivity and beta radiation in radium. The ancient Mayans apparently had a place-value system with zero before the Hindus did; Aztec architecture implies practical geometry skills. He produced a new proof of Archimedes' famous formula for the area of a parabolic section.

He became Master of the Mint inan office he retained to his death. London, England, 20 March mathematics, dynamics, celestial mechanicsastronomy, optics, natural philosophy.

Lincoln is even assumed to be the author of a poem published in"The Suicide's Soliloquy," which contains the lines: Ptolemy also wrote on trigonometry, optics, geography, map projections, and astrology; but is most famous for his astronomy, where he perfected the geocentric model of planetary motions.

His writings include geometric theorems, some with proofs different from Euclid's or missing from Euclid altogether; one of these which is seen only in Aristotle's work prior to Apollonius is that a circle is the locus of points whose distances from two given points are in constant ratio.

Although familiar with the utility of infinitesimals, he accepted the "Theorem of Eudoxus" which bans them to avoid Zeno's paradoxes. This problem was a major inspiration for Descartes and was finally fully solved by Newton.

Proving Brahmagupta's theorems are good challenges even today. Obviously the relative ranks of, say Fibonacci and Ramanujan, will never satisfy everyone since the reasons for their "greatness" are different.

Newer studies undertaken today, attempting to better understand the nature of the substance and structure of space, can benefit from this older work. Rome did not pursue pure science as Greece had as we've seen, the important mathematicians of the Roman era were based in the Hellenic East and eventually Europe fell into a Dark Age.

Newton had long been concerned with such problems, and in the Principia had included without proof his findings concerning the solid of least resistance. Up to eight separate bows may be distinguished if the reflected and reflection rainbows happen to occur simultaneously: The words philosophy and mathematics are said to have been coined by Pythagoras.

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Menelaus of Alexandria ca Egypt, Rome Menelaus wrote several books on geometry and trigonometry, mostly lost except for his works on solid geometry. For these theorems, Pappus is sometimes called the "Father of Projective Geometry.

In his years at the Royal Observatory at Greenwich, Flamsteed, who was a difficult man in his own right, had collected an unrivalled body of data. While Pythagoras had been horrified by the discovery of irrational numbers, Eudoxus is famous for incorporating them into arithmetic.

He and his followers began to study the question of planetary motions, which would not be resolved for more than two millennia.

Others claim these were first seen years earlier in Chang Tshang's Chinese text and were implicit in what survives of earlier Hindu works, but Brahmagupta's text discussed them lucidly. He did clever work with geometry, developing an alternate to Euclid's Parallel Postulate and then deriving the parallel result using theorems based on the Khayyam-Saccheri quadrilateral.

Nor does the size only, but the density of the particles also, conduce to the permanency of the aerial substances; for the excess of density of the aether without such particles above that of the aether within them is still greater; which has made me sometimes think that the true permanent air may be of a metallic original; the particles of no substance being more dense than those of metals.

The original sixteen queries at once go beyond mere experiments on diffraction phenomena. If this part or particle K be so little that it reaches not to the limit EF, it is plain that the aether at its centre must be less rare than if the particle were greater; for were it greater, its centre would be further from the superficies AB, that is, in a place where the aether by supposition is rarer ; the less the particle K therefore, the denser the aether at its centre ; because its centre comes nearer to the edge AB, where the aether is denser than within the limit E F G H.

If into a solution of metal thus made be poured a liquor abounding with particles, to which the former saline particles are more sociable than to the particles of the metal suppose with particles of salt of tartarthen so soon as they strike on one another in the liquor, the saline particles will adhere to those more firmly than to the metalline ones, and by degrees be wrought off from those to enclose these.

After Chang, Chinese mathematics continued to flourish, discovering trigonometry, matrix methods, the Binomial Theorem, etc.

Studies have shown that there are much higher instances of mental disorder in political leaders and creative geniuses than in the general population. The Hundred Greatest Mathematicians of the Past. This is the long page, with list and biographies. (Click here for just the List, with links to the douglasishere.com Click here for a.

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Unlike most formal academic research projects, this study is published as a web site. A web site can reflect the qualities found in a traditional research paper (e.g.

an introduction, methods, results, parenthetical references, etc.) as well as the qualities of a dynamic document.

Who Was Isaac Newton? Isaac Newton (January 4, to March 31, ) was a physicist and mathematician who developed the principles of modern physics, including the laws of motion, and is.

Isaac Newton father had died three months earlier because of illness and Isaac was born prematurely. Isaac was a sickly newborn infant, and survived and spent his first three years in a two-story gray limestone house.

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Isaac Newton's Life | Isaac Newton Institute for Mathematical Sciences