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The n-body gravitational problem is the mathematical formulation of a question that has fascinated and puzzled astronomers for millennia: How can we predict the motion of the moon and the planets? According to Isaac Newton's theory of grav...
About 11 pages (3,429 words) in 2 products

The conditional is one of the most common types of logical and mathematical propositions. The generic conditional takes the form: "If p is true, then q is true, too." The first part of the conditional (the "if-clause") is known as the ante...
About 6 pages (1,753 words) in 2 products

Negative is a term in mathematics that usually means "opposite." An electron's charge is called negative not because it is "below" but because it is opposite that of a proton. A surface with negative curvature bulges in from the point of v...
About 3 pages (809 words) in 2 products

Mathematically Nelson Goodman is known for a number of publications on calculus and symbolic logic and most particularly Goodman's paradox. It should be borne in mind that the mathematical side of Goodman, although important, is only a tin...
About 37 pages (11,167 words) in 5 products

Relations between the forces acting on a body and the motion of the body, formulated by Isaac Newton. The laws describe only the motion of a body as a whole and are valid only for motions relative to a reference frame. Usually, the referen...
About 46 pages (13,905 words) in 7 products

The Italian mathematician Niccolo Tartaglia (1500-1557) was the first person to apply mathematics to the solution of artillery problems. Niccolo Tartaglia, born Niccolo Fontana in Brescia, was raised in poverty by his mother. His father wa...
About 12 pages (3,477 words) in 6 products

Nicolas Bourbaki does not exist. This name is used as a pseudonym for a group of mainly French mathematicians who started publishing collectively in 1939 (the year of birth given above). The stated aim of the Bourbaki group is to produce a...
About 16 pages (4,842 words) in 3 products

The French Clergyman scientist, economist, and translator Nicholas of Oresme (ca. 1320-1382) is best known for his treatise on money, "De moneta," and for his services to King Charles V of France. Nicholas of Oresme was born at Allemagne i...
About 11 pages (3,398 words) in 5 products

The Polish astronomer Nicolaus Copernicus (1473-1543) was the founder of the heliocentric ordering of the planets. Nicolaus Copernicus was born on Feb. 19, 1473, in Torun about 100 miles south of Danzig. He belonged to a family of merchant...
About 348 pages (104,335 words) in 23 products

Born in Gerasa, Palestine (now Jerash, Jordan), Nicomachus is mainly known for his work in arithmetic. He has been credited with founding Greek arithmetic as a separate mathematical discipline, and is also considered a notable representati...
About 6 pages (1,766 words) in 3 products

The Danish physicist Niels Henrik David Bohr (1885-1962) formulated the first successful explanation of some major lines of the hydrogen spectrum. The Bohr theory of the atom has become the foundation of modern atomic physics. Niels Bohr w...
About 96 pages (28,805 words) in 13 products

Niels Henrik Abel (1802-1829) was a Norwegian mathematician who proved that fifth and higher order equations have no algebraic solution. Had he not died prematurely, it is speculated that he might have become one of the most prominent math...
About 14 pages (4,103 words) in 5 products

Nikolai Ivanovich Lobachevsky is the first mathematician to publicly publish a system of non-Euclidean geometry. Although Karl Friedrich Gauss preceded him in the late 18th century and János Bolyai had devised a similar (though less...
About 6 pages (1,747 words) in 3 products

Although he came to mathematics relatively late in life, Nikolai Nikolaievich Lusin made significant contributions in the area of , measure theory, and set . In fact, he is considered one of the founders of the famous Moscow school of func...
About 5 pages (1,364 words) in 3 products

Any theory of the nature of geometric space differing from the traditional view held since Euclid's time. These geometries arose in the 19th century when several mathematicians working independently explored the possibility of rejecting Eu...
About 23 pages (6,919 words) in 5 products

The American mathematician Norbert Wiener (1894-1964) studied computing and control devices. Out of these studies he created the science of cybernetics. Norbert Wiener was born on Nov. 26, 1894, at Cambridge, Mass. His father, Leo Wiener, ...
About 37 pages (11,206 words) in 8 products

In statistics, a frequency distribution in the shape of the classic bell curve. It accurately represents most variations in such attributes as height and weight. Any random variable with a normal distribution has a mean (&see; mean, median...
About 26 pages (7,758 words) in 2 products

A real number is said to be simply normal to the base b if every possible digit appears in its fractional part with a frequency of occurrence of 1/b, where b is the base of the expansion. By this we understand that if a number is expresse...
About 11 pages (3,215 words) in 2 products

Branch of mathematics concerned with properties of and relations among integers. It is a popular subject among amateur mathematicians and students because of the wealth of seemingly simple problems that can be posed. Answers are much harde...
About 29 pages (8,668 words) in 5 products

A numeration system, or numeral system, is an orderly method in which each numeral of the system is associated with a unique number. Thomas Harriot (1560-1621) is recognized as having given the first generalized treatment of positional num...
About 22 pages (6,734 words) in 3 products

A numeration system, or numeral system, is an orderly method in which each numeral of the system is associated with a unique number. Thomas Harriot (1560-1621) is recognized as having given the first generalized treatment of positional num...
About 22 pages (6,734 words) in 3 products

Branch of applied mathematics that studies methods for solving complicated equations using arithmetic operations, often so complex that they require a computer, to approximate the processes of analysis (i.e., calculus). The arithmetic mode...
About 14 pages (4,264 words) in 2 products

Numerical integration involves calculation of an integral by numerical techniques. An integral is a mathematical representation of an area or generalization of an area and is one of the fundamental objects of calculus. The word quadrature ...
About 10 pages (2,857 words) in 2 products

1-23 for World of Mathematics



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