Logic and Mathematics. The relation between two classes or sets in which every element of one is an element of the other; the fact or condition…
| 单词 | θ115397 |
| 释义 | the world > relative properties > number > arithmetic or algebraic operations > transformation > [noun] > correspondence > preserving relations or elements (22) inclusion1870 Logic and Mathematics. The relation between two classes or sets in which every element of one is an element of the other; the fact or condition… orthomorphosis1885 A. Cayley's term for: an orthomorphic transformation (see orthomorphic, adj. 2). isomorphism1892 Mathematics. (Also Logic and Linguistics.) Identity of form and of operations between two or more groups or other sets; an exact correspondence… identity1910 Mathematics. A transformation that gives rise to the same elements as those to which it is applied. homoeomorphism1918 Usually homeo-. Mathematics. A one-to-one transformation of one complex or topological space on to another that is continuous and has a… homomorphism1935 Mathematics. A many-to-one (or one-to-one) transformation of one set into another that preserves in the second set the operations or relations… topological mapping or transformation1939 Mathematics. Of or pertaining to topology; such as is dealt with by topology (sense 3); topological invariant, something invariant under a… isometry1941 Mathematics. A one-to-one transformation of one metric space into another that preserves the distances or metrics between each pair of points. Möbius transformation1941 a conformal transformation which maps a complex number z into az + b/cz + d, where ad ≠ bc. injection map(ping)1950 Mathematics. Also injection map(ping). A one-to-one transformation, esp. (formerly) an inclusion. monomorphism1954 Mathematics. A one-to-one homomorphism. bijection1963 A mapping that is both injective and surjective. surjection1964 An onto mapping. Subcategories:— changing order (9) |
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