Mas singer and Field, Fatal Dowry, ii

1. II. n. 1. Theory; speculation; that which vertex and the points a umed on the three adjacent edges, the four spheres will meet in a point: given by Samuel reduce to or formulate as a theorem. [Rare.] is theoretical. Roberts in 1881. - Rodrigues's theorem, the proposition that dr-m (n-m)!dz-m IMG:content-0233.png:[blocks in formation] To attempt theorising on such matters would profit little; they are matters which refuse to be the ore med and diagramed, which Logic ought to know that she cannot speak of. Carlyle . theorematic (the ō-re-mat'ik), a . [ ρημα , a theorem: see theorem .] Pertaining to a theorem; comprised in a theorem; consisting of theorems: as, theorematic truth. theorematical (thē"ō-re-mat'i-kal), a . [ theo rematic + -al .] Same as theorematic . Rolle's theorem, the proposition that between any two real roots of an equation, algebraic or transcendental, if the first derived equation is finite and continuous in the interval, it must vanish an odd number of times: given in 1689 by Michel Rolle (1652-1719). - Scherk's theorem, the proposition that the Eulerian numbers in Arabic notation end alternately with 1 and 5.- Schönemann's theorem, the proposition that if four points of a rigid body slide over four fixed surfaces, all the normals to sur theorematist (the-ō-rem'a-tist), n. [ faces that are loci of other points of the body pa through ρημα (τ-), a theorem, + -ist .] One who forms theorems. two fixed straight lines: published under Steiner's auspices in 1855, but not noticed, and rediscovered by A. Mannheim in 1866 (whence long called Mannheim's the theoremic (the-ō-rem'ik), a . [ theorem + -ic.] Theorematic. orem ); but Schönemann's paper was reprinted in Borchardt's Journal in 1880.-Slonimsky's Slonimsky's theorem, the proposition that if the succe ive multiples of a number theoretic (the-o-ret'ik), a . and n. [= F. théo expre ed in the Arabic notation are written regularly under one another, there are only 28 different columns of figures which have to be added to the last figures of the succe ive multiples of a digit to get the numbers written in any vertical column.-Sluze's theorem, the proposition that the volume of the solid generated by the revolution of a common ci oid about its asymptote is equal to the volume of the anchor-ring generated by the revolution of the primitive circle about the same axis. This theorem, which is true for any kind of ci oid, and is susceptible of further generalization, was given in 1668 by the Baron de Sluze (1622-85).-Smith's theorem, the proposition that 2 + (1, 1) (2, 2)... (n, n) = $1. 62.... φη, where the left-hand side is a symmetrical determinant, (p. q) denoting the greatest common divisor of the integers p and q, and op being the totient of p , or number of rétique , theoretic us , θεωρητικός , of or pertaining to theory, θεωρία , theory: see the ory.] I. a . Same as theoretical . For, spite of his fine theoretic positions, Mankind is a science defies definitions.