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Bartlett, John
(Encyclopedia)Bartlett, John, 1820–1905, American compiler and publisher, b. Plymouth, Mass. While he worked in his university book store in Cambridge, he compiled the invaluable Familiar Quotations (1855), which...Bampton, John
(Encyclopedia)Bampton, John, 1689–1751, English clergyman, founder of an Oxford lectureship on religious subjects. The Bampton Lectures, now given biennially, have frequently given rise to lively controversy. ...Rewald, John
(Encyclopedia)Rewald, John rēˈwôld [key], 1912–94, American art historian, b. Berlin. Rewald emigrated to the United States in 1941. He was recognized as a foremost authority on late 19th-century art. His book...Reynolds, John
(Encyclopedia)Reynolds, John: see Rainolds, John. ...Rich, John
(Encyclopedia)Rich, John, 1692–1761, English actor-manager. Rich introduced pantomime to England, himself playing (1717–60) the role of Harlequin in annual performances. His successful production of John Gay's ...Robinson, John
(Encyclopedia)Robinson, John, 1576?–1625, English nonconformist pastor of the Pilgrim Fathers in Holland. In 1592 he entered Cambridge; in 1597 he received a fellowship and was ordained. Soon thereafter he became...Baldessari, John
(Encyclopedia)Baldessari, John (John Anthony Baldessari), 1931–2020, American artist, b. National City, Calif., grad. San Diego State College (now Univ.; B.A., 1953; M.F.A., 1957). A founder of conceptual art, he...Richardson, John
(Encyclopedia)Richardson, John, 1796–1852, first Canadian novelist to write in English. He fought in the War of 1812 and later served with the British army in England, Spain, and Barbados. His most famous works a...factor
(Encyclopedia)factor, in arithmetic, any number that divides a given number evenly, i.e., without any remainder. The factors of 12 are 1, 2, 3, 4, 6, and 12. Similarly in algebra, any one of the algebraic expressio...e, in mathematics
(Encyclopedia)e, in mathematics, irrational number occurring widely in mathematics and science, approximately equal to the value 2.71828; it is the base of natural, or Naperian, logarithms. The number e is defined ...Browse by Subject
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