Mathematics. The property of a function or graph of being discontinuous (discontinuous, adj. 4) at a point or points; an instance of this.
| 单词 | θ115351 |
| 释义 | the world > relative properties > number > algebra > [noun] > expression > function > property of (10) discontinuity1803 Mathematics. The property of a function or graph of being discontinuous (discontinuous, adj. 4) at a point or points; an instance of this. functionality1857 Mathematics. The state of being or representing a function (function, n. 5a); of or relating to this. Now rare. self-conjugation1866 Mathematics. The state or property of being self-conjugate (in various senses). rare. covariance1878 Mathematics. The property of being covariant; the property of a function of retaining its form when the variables are linearly transformed. symmetry1888 Various specific and technical uses. Mathematics and Logic. The fact of being symmetrical, as an expression or function: see symmetrical, adj. 2b. monogeneity1906 The state or property of being monogenic (monogenic, adj.1 4). Cf. monogenicity, n. recursion1913 Mathematics, Computing, and Linguistics. An instance of this; a recursive definition; (Computing) a recursive statement, subroutine, etc. recursive definition1935 definition of a function of the natural numbers in which its value for a given value of its argument is defined in terms of its values for other… holomorphy1957 ‘the character of being holomorphic’ (Cent. Dict.). unateness1960 |
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