BookRags.com Literature Guides Literature
Guides
Criticism & Essays Criticism &
Essays
Questions & Answers Questions &
Answers
Lesson Plans Lesson
Plans
My Bibliography Periodic Table U.S. Presidents Shakespeare Sonnet Shake-Up
Research Anything:        
History | Encyclopedias | Films | News | Create a Bibliography | More... Login | Register | Help
HomeBrowse › Index

 Browse World of Mathematics by Title
 Browse Content on BookRags  
Join BookRags learn more Join BookRags

1-50 for World of Mathematics  |  Next 50 ››

All   A   B   C   D   E   F   G   H   I   J   K   L   M   N   O   P   Q   R   S   T   U   V   W   X   Y   Z B

one of the most famous cities of antiquity. It was the capital of southern Mesopotamia (Babylonia) from the early 2nd millennium to the early 1st millennium &BC; and capital of the Neo-Babylonian (Chaldean) empire in the 7th and 6th centur...
About 13 pages (3,998 words) in 3 products

A Banach space is a vector space over the field of real numbers, or over the field of complex numbers, together with a norm. And in a Banach space the metric topology determine by the norm is complete. Thus the assertion that a certain obj...
About 10 pages (2,919 words) in 2 products

Nina Bari's work focused on trigonometric series. She refined the constructive method of proof to prove results in function theory, and her work is regarded as the foundation of function and trigonometric series theory. Nina Karlovna Bari ...
About 3 pages (1,011 words) in 3 products

A theologist by trade and a strong influence in the Calvinist government of his time, Bartholomeo Pitiscus also essentially coined the term "trigonometry." The term comes from the title of his book Trigonometria, which consists of three pa...
About 3 pages (1,013 words) in 3 products

In the study of probability, two events A and B are said to be independent events if neither event influences or effects the other. For example, tossing a coin twice yields independent events because whether the coin shows heads or tails o...
About 37 pages (11,175 words) in 3 products

The Polish-born French-American mathematician Benoit B. Mandelbrot (born 1924) is the inventor of fractals. Fractal geometry has been described as one of the major developments of 20th-century mathematics. He calls himself "a physicist als...
About 46 pages (13,649 words) in 8 products

Bernhard Placidus Johann Nepomuk Bolzano was a Czechoslovakian theologian, philosopher, and mathematician who wrote and published pioneering works on infinite set series and the infinitesimal. Born in Prague, Bohemia in 1781, Bolzano enter...
About 472 pages (141,579 words) in 6 products

The German mathematician Georg Friedrich Bernard Riemann (1826-1866) was one of the founders of algebraic geometry. His concept of geometric space cleared the way for the general theory of relativity. On Sept. 17, 1826, Georg Riemann was b...
About 17 pages (5,081 words) in 5 products

The Welsh mathematician, philosopher, and social reformer Bertrand Arthur William Russell, 3d Earl Russell (1872-1970), made original and decisive contributions to logic and mathematics and wrote with distinction in all fields of philosoph...
About 499 pages (149,663 words) in 13 products

Bessel functions are solutions to Bessel's differential equation. The Bessel differential equation follows the form x2y'' + xy' + (x2 - n2)y = 0, where the prime notation is indicative of a derivative of y with respect to x. This equation ...
About 11 pages (3,422 words) in 2 products

Bhaskara, or Bha-skara-cha-rya as he is sometimes known, was the leading mathematician of the 12th century. He applied the concept of zero, decimal notation, the use of letters to represent unknown quantities in equations, and he developed...
About 1 pages (193 words) in 1 product

The binary number system, also called the base-2 number system, is a method of representing numbers that counts by using combinations of only two numerals: zero (0) and one (1). Computers use the binary number system to manipulate and stor...
About 29 pages (8,705 words) in 6 products

In algebra, a formula for expansion of the binomial (&math.x; + &math.y;) raised to any positive integer power. A simple case is the expansion of (&math.x; + &math.y;)2, which is &math.x;2 + 2&math.x;&math.y; + &math.y;2. In general, the e...
About 9 pages (2,666 words) in 3 products

The French scientist and philosopher Blaise Pascal (1623-1662) was a precocious and influential mathematical writer, a master of the French language, and a great religious philosopher. Blaise Pascal was born at Clermont-Ferrand on June 19,...
About 193 pages (57,855 words) in 20 products

The Bolzano-Weierstrass Theorem is an important result in point-set topology, the branch of mathematics that concerns the properties of sets and the points that comprise them. As an example, the real number line contains subsets of interva...
About 6 pages (1,847 words) in 2 products

Bonaventura Cavalieri refined early Greek work on the concept of indivisibles. His work served as a stepping stone to the concept of infinitesimals and was the foundation of Isaac Newton's development of the calculus. Cavalieri was born in...
About 6 pages (1,848 words) in 3 products

In 1847 George Boole (1815–1864), an English mathematician, published one of the works that founded symbolic logic. His combination of ideas from classical logic and algebra resulted in what is called Boolean algebra. Using variable...
About 12 pages (3,566 words) in 5 products

Brahmagupta was an Indian astronomer and mathematician. He was the head of the astronomical observatory at Ujjain (his probable birthplace). His main, but not sole, achievements in the field of mathematics were the introduction of zero and...
About 21 pages (6,156 words) in 4 products

The English mathematician Brook Taylor (1685-1731) is best known for the Taylor series and contributions to the theory of finite differences. Brook Taylor was born at Edmonton on Aug. 18, 1685, the eldest son of John and Olivia Taylor. Aft...
About 10 pages (2,874 words) in 4 products

The ball, Bn, is the subset of Rn (this is n-dimensional real space) equal to the set of all real n-tuples (x1,..,xn) such that the square root of (x12 + ... + xn2) is less than or equal to one. Brouwer's fixed point theorem states that if...
About 9 pages (2,541 words) in 2 products

Bézout's theorem is named after the French mathematician Etienne Bézout, who stated and gave a (partially correct) proof of the result in 1779. The statement itself is much much older, appearing in the works of Jacques Bernou...
About 5 pages (1,399 words) in 2 products

1-21 for World of Mathematics



About BookRags | Customer Service | Report an Error | Terms of Use | Privacy Policy |