💡 Words with a Similar Meaning to "Logical complement"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| complementnoun | The totality, the full amount or number which completes something. |
| ones' complementnoun | (computing) The number obtained by subtracting a given n-digit binary number from 2ⁿ-1 (which yields the same result as the logical complement). |
| two's complementnoun | (computing) The convention by which bit patterns with high bit 0 represent positive numbers from 0 to 2ⁿ⁻¹-1 directly, while bit patterns with high bit 1 represent negative numbers from −1 to -2ⁿ⁻¹, n being the word size of the machine, and the numeric complement of a number is its two's complement. |
| numeric complementnoun | (computing) The number obtained by changing the numeric sign of a number. This may or may not be the twos complement, depending on the way numbers are stored. |
| complementationnoun | (grammar) The relationship of a phrase to its predicate |
| diminished radix complementnoun | The number which, added to the given n-digit number in radix r, results in rⁿ-1. In binary (r=2), this is the ones' complement; in decimal (r=10), this is the nines' complement. |
| radix complementnoun | The number which, added to the given n-digit number in radix r, results in rⁿ. In binary (r=2), this is the two's complement. |
| orthocomplementationnoun | (mathematics) An involution on a complemented lattice which is order-reversing and maps each element to a complement. |
| orthogonal complementnoun | (linear algebra, functional analysis) The set of all vectors which are orthogonal to a given set of vectors. |
| pseudocomplementnoun | Alternative form of pseudo-complement. [(mathematics) The relative pseudo-complement of a given element (of a Heyting algebra) with respect to the least element — the "zero" of that algebra.] |
| absolute complementnoun | (set theory) The set that contains exactly those elements belonging to the universal set but not to a given set. |
| pseudo-complementnoun | (mathematics) The relative pseudo-complement of a given element (of a Heyting algebra) with respect to the least element — the "zero" of that algebra. |
| composite numbernoun | (number theory) A (nonzero) natural number that is expressible as the product of two (or more) natural numbers other than itself and 1. |
| binary digitnoun | (computing) Either of the characters 0 and 1, used in the binary numeral system. |
| compositorial | Relating to a compositor. |
| binary numbernoun | (computing) A number represented by the binary digits 0 and 1. |
| commensuratornoun | (mathematics) The number by which two commensurable numbers are divisible an integral number of times |
| inclusive ornoun | (logic, computing) A logical connective joining two or more predicates that yields the logical value "true" when at least one of the predicates is true. |
| quantifiernoun | (grammar) A word, such as all or many, that expresses the quantity of a related noun. |
| paritynoun | (uncountable) Equality; comparability of strength or intensity. |
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