Palabras en English para '(abbreviation) Operator.'
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adj
noun
adj
- (programming) Of an operator taking three operands.
- (arithmetic) Having three variables.
- (arithmetic) To the base three.
- Arranged in groups of three.
- Made up of three things.
- (chemistry) Containing, or consisting of, three different parts, as elements, atoms, groups, or radicals, which are regarded as having different functions or relations in the molecule.
- having three units or components or elements
noun
adj
- Relating to an exponent.
- (mathematics) Characterised by a rate of change that is proportional to the value of the varying quantity, or, equivalently, by a doubling or halving over successive fixed intervals of time or other parameter, described as exponential growth or exponential decay.
- (loosely) Characterised by a very rapid rate of change, especially increase, or merely a very large amount or degree.
- (mathematics) Expressed in terms of an exponent (power of a base), the base often being 10 or e.
- of or involving exponents
noun
noun
- (mathematics) An absence of operators in an expression.
- (rhetoric) The close placement of two ideas to imply a link that may not exist.
- The nearness of objects with little or no delimiter.
- The extra emphasis given to a comparison when the contrasted objects are close together.
- (grammar) An absence of linking elements in a group of words that are listed together.
- (art) Two or more contrasting sounds, colours, styles etc. placed together for stylistic effect.
- the act of positioning close together (or side by side)
- a side-by-side position
verb
adj
- characterized by expression
- performing gestures or possessing qualities or features that suggest a certain state of being or emotion
- (linguistics) Conveying the speaker's emotions and/or attitudes, in addition to the denotative or literal meaning.
- Effectively conveying thought or feeling.
- (programming) Able to represent a number of ideas or concepts.
noun
- (linguistics) Any word or phrase that expresses (that the speaker, writer, or signer has) a certain attitude toward or information about the referent.
- (linguistics, more narrowly) A word or phrase, belonging to a distinct word class or having distinct morphosyntactic properties, with semantic symbolism (for example, an onomatopoeia), variously considered either a synonym, a hypernym or a hyponym of ideophone.
noun
- An exponentiation symbol or operator ⟨＾⟩.
- (nonstandard) A circumflex ⟨ ˆ ⟩.
- (nonstandard) A háček ⟨ ˇ ⟩.
- (user interface) An indicator, often a blinking line or bar and usually called a cursor, indicating where the next insertion or other edit will take place.
- A mark ⟨ ‸ ⟩ used by writers and proofreaders to indicate that something is to be inserted at that point.
- a mark used by an author or editor to indicate where something is to be inserted into a text
noun
adj
- (mathematics, linear algebra, mathematical analysis, of a matrix or operator) Whose inverse is equal to its adjoint.
- Having the quality of oneness.
- (mathematics, of an algebra) That contains an identity element.
- (government, of a system of government or administration) That concentrates power in a single body, rather than sharing it with more local bodies.
- characterized by or constituting a form of government in which power is held by one central authority
- of or pertaining to or involving the use of units
- relating to or characterized by or aiming toward unity
- having the indivisible character of a unit
noun
- (logic) An operator, such as the universal quantifier (written as ∀) or the existential quantifier (∃), used in predicate calculus to indicate the degree that predicate is true for a specified set.
- (grammar) A word, such as all or many, that expresses the quantity of a related noun.
- (computing) A symbol or symbols in a regular expression indicating the number of characters to be matched.
- (logic) a word (such as ‘some’ or ‘all’ or ‘no’) that binds the variables in a logical proposition
- (grammar) a word that expresses a quantity (as ‘fifteen’ or ‘many’)
noun
- (programming) An operator indicating a variable-length argument list, often denoted by * or ....
- (programming) An operator which takes a scalar value and creates a vector in which each element is initialized to that value.
- The hash symbol #
- A move in playboating involving stalling in place while positioned vertically against a solid object in the water.
- (computing, slang) The Command key on an Apple Macintosh.
- The asterisk *
- The narrow wooden centre piece of a chair back.
- A children's game in which one person, in the centre of a circle of players, points and says "SPLAT!" at another player. That player then ducks down and the two players either side of them point and say "SPLAT!". The slowest to react is and eliminated from the game. The final is settled by a Mexican standoff.
- The irregular shape of a viscous liquid or soft solid which has hit a solid surface.
- The sharp, atonal sound of a liquid or soft solid hitting a solid surface.
- a slat of wood in the middle of the back of a straight chair
- a single splash
verb
- (computer graphics, transitive) To combine different textures by applying an alpha channel map to the higher levels, revealing the layers underneath where the map is partially or completely transparent.
- (intransitive) To hit a flat surface and deform into an irregular shape.
- (transitive) To splatter.
- give off the sound of a bullet flattening on impact
- flatten on impact
- split open and flatten for cooking
noun
intj
verb
noun
- plural of operation
- The department or interdepartmental team within a company that works on optimizing the company's execution of such things.
- Any practically minded combination of business administration, management science, operations research, systems engineering, and industrial engineering.
- financial transactions at a brokerage; having to do with the execution of trades and keeping customer records
adj
- (functional analysis, of a Hilbert space operator) Which commutes with its adjoint.
- (topology, of a topology or topological space) In which disjoint closed sets can be separated by disjoint neighborhoods.
- (linear algebra, of a matrix) Which commutes with its conjugate transpose.
- (complex analysis, of a family of continuous functions) Which is pre-compact.
- (commutative algebra, of a domain) Integrally closed: equal its own integral closure in its field of fractions.
- (probability theory, statistics, of a distribution, random variable, etc.) Which has a very specific bell curve shape; that is or has the qualities of a normal distribution.
- (physics, of a mode in an oscillating system) In which all parts of an object vibrate at the same frequency (a normal mode).
- (rail transport, of points) In the default position, set for the most frequently used route.
- (chemistry) Of, relating to, or being a solution containing one equivalent weight of solute per litre of solution.
- (category theory, of a category) Which contains only normal morphisms.
- (organic chemistry) Describing a straight chain isomer of an aliphatic hydrocarbon, or an aliphatic compound in which a substituent is in the 1- position of such a hydrocarbon.
- (fandom slang, sarcastic, with “about”) Fervently interested in a subject; obsessed.
- (algebraic geometry, of a variety or scheme) Such that the local ring at every point is an integrally closed domain.
- (category theory, of a morphism) Which is the kernel or cokernel of some morphism, respectively.
- (number theory, of a real number) In whose representation in a given base b ≥ 2, for every positive integer n, the bⁿ possible strings of n digits follow a uniform distribution.
- Usual, healthy; not sick or ill or unlike oneself.
- (set theory, of a function from the ordinals to the ordinals) Which is strictly monotonically increasing and continuous with respect to the order topology.
- (algebra, of a field extension of a field K) Which is the splitting field of a family of polynomials in K.
- (algebra, of a subgroup) With cosets which form a group.
- (commutative algebra, of a ring) Such that all of its localizations at prime ideals are integrally closed domains.
- (education, of a school) Teaching teachers how to teach; teaching teachers the norms of education.
- According to norms or rules or to a regular pattern.
- (geometry) Perpendicular to a tangent of a curve or tangent plane of a surface.
- in accordance with scientific laws
- conforming with or constituting a norm or standard or level or type or social norm; not abnormal
- forming a right angle
- being approximately average or within certain limits in e.g. intelligence and development
noun
- (geometry, countable) A line or vector that is perpendicular to another line, surface, or plane.
- (medicine, countable) A person who is healthy, normal, as opposed to one who is morbid.
- (slang, countable) A person who is normal, who fits into mainstream society, as opposed to those who live alternative lifestyles.
- (countable, uncountable) The usual state.
- something regarded as a normative example
noun
- (logic) The operator, represented by the symbol ∀, used in predicate calculus to indicate that a predicate is true for all members of a specified set. Verbal equivalents include "for each" and "for every".
- a logical quantifier of a proposition that asserts that the proposition is true for all members of a class of things
adj
- (algebra, of an algebraic structure) Having a commutative operation.
- (mathematics, of a binary operation) Such that the order in which the operands are taken does not affect their image under the operation.
- Relating to exchange; interchangeable.
- (mathematics, of a diagram of morphisms) Such that any two sequences of morphisms with the same initial and final positions compose to the same morphism.
- (of a binary operation) independent of order; as in e.g.: ‘a x b’ = ‘b x a’
noun
- (mathematics) An absence of operators in an expression.
- (rhetoric) The close placement of two ideas to imply a link that may not exist.
- The nearness of objects with little or no delimiter.
- The extra emphasis given to a comparison when the contrasted objects are close together.
- (grammar) An absence of linking elements in a group of words that are listed together.
- (art) Two or more contrasting sounds, colours, styles etc. placed together for stylistic effect.
- the act of positioning close together (or side by side)
- a side-by-side position
verb
noun
- An exponentiation symbol or operator ⟨＾⟩.
- (nonstandard) A circumflex ⟨ ˆ ⟩.
- (nonstandard) A háček ⟨ ˇ ⟩.
- (user interface) An indicator, often a blinking line or bar and usually called a cursor, indicating where the next insertion or other edit will take place.
- A mark ⟨ ‸ ⟩ used by writers and proofreaders to indicate that something is to be inserted at that point.
- a mark used by an author or editor to indicate where something is to be inserted into a text
noun
adj
- (mathematics, linear algebra, mathematical analysis, of a matrix or operator) Whose inverse is equal to its adjoint.
- Having the quality of oneness.
- (mathematics, of an algebra) That contains an identity element.
- (government, of a system of government or administration) That concentrates power in a single body, rather than sharing it with more local bodies.
- characterized by or constituting a form of government in which power is held by one central authority
- of or pertaining to or involving the use of units
- relating to or characterized by or aiming toward unity
- having the indivisible character of a unit
noun
- (logic) An operator, such as the universal quantifier (written as ∀) or the existential quantifier (∃), used in predicate calculus to indicate the degree that predicate is true for a specified set.
- (grammar) A word, such as all or many, that expresses the quantity of a related noun.
- (computing) A symbol or symbols in a regular expression indicating the number of characters to be matched.
- (logic) a word (such as ‘some’ or ‘all’ or ‘no’) that binds the variables in a logical proposition
- (grammar) a word that expresses a quantity (as ‘fifteen’ or ‘many’)
noun
- (programming) An operator indicating a variable-length argument list, often denoted by * or ....
- (programming) An operator which takes a scalar value and creates a vector in which each element is initialized to that value.
- The hash symbol #
- A move in playboating involving stalling in place while positioned vertically against a solid object in the water.
- (computing, slang) The Command key on an Apple Macintosh.
- The asterisk *
- The narrow wooden centre piece of a chair back.
- A children's game in which one person, in the centre of a circle of players, points and says "SPLAT!" at another player. That player then ducks down and the two players either side of them point and say "SPLAT!". The slowest to react is and eliminated from the game. The final is settled by a Mexican standoff.
- The irregular shape of a viscous liquid or soft solid which has hit a solid surface.
- The sharp, atonal sound of a liquid or soft solid hitting a solid surface.
- a slat of wood in the middle of the back of a straight chair
- a single splash
verb
- (computer graphics, transitive) To combine different textures by applying an alpha channel map to the higher levels, revealing the layers underneath where the map is partially or completely transparent.
- (intransitive) To hit a flat surface and deform into an irregular shape.
- (transitive) To splatter.
- give off the sound of a bullet flattening on impact
- flatten on impact
- split open and flatten for cooking
noun
intj
verb
noun
- plural of operation
- The department or interdepartmental team within a company that works on optimizing the company's execution of such things.
- Any practically minded combination of business administration, management science, operations research, systems engineering, and industrial engineering.
- financial transactions at a brokerage; having to do with the execution of trades and keeping customer records
noun
- (logic) The operator, represented by the symbol ∀, used in predicate calculus to indicate that a predicate is true for all members of a specified set. Verbal equivalents include "for each" and "for every".
- a logical quantifier of a proposition that asserts that the proposition is true for all members of a class of things
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adj
noun
adj
- (programming) Of an operator taking three operands.
- (arithmetic) Having three variables.
- (arithmetic) To the base three.
- Arranged in groups of three.
- Made up of three things.
- (chemistry) Containing, or consisting of, three different parts, as elements, atoms, groups, or radicals, which are regarded as having different functions or relations in the molecule.
- having three units or components or elements
noun
adj
- Relating to an exponent.
- (mathematics) Characterised by a rate of change that is proportional to the value of the varying quantity, or, equivalently, by a doubling or halving over successive fixed intervals of time or other parameter, described as exponential growth or exponential decay.
- (loosely) Characterised by a very rapid rate of change, especially increase, or merely a very large amount or degree.
- (mathematics) Expressed in terms of an exponent (power of a base), the base often being 10 or e.
- of or involving exponents
noun
adj
- characterized by expression
- performing gestures or possessing qualities or features that suggest a certain state of being or emotion
- (linguistics) Conveying the speaker's emotions and/or attitudes, in addition to the denotative or literal meaning.
- Effectively conveying thought or feeling.
- (programming) Able to represent a number of ideas or concepts.
noun
- (linguistics) Any word or phrase that expresses (that the speaker, writer, or signer has) a certain attitude toward or information about the referent.
- (linguistics, more narrowly) A word or phrase, belonging to a distinct word class or having distinct morphosyntactic properties, with semantic symbolism (for example, an onomatopoeia), variously considered either a synonym, a hypernym or a hyponym of ideophone.
adj
- (functional analysis, of a Hilbert space operator) Which commutes with its adjoint.
- (topology, of a topology or topological space) In which disjoint closed sets can be separated by disjoint neighborhoods.
- (linear algebra, of a matrix) Which commutes with its conjugate transpose.
- (complex analysis, of a family of continuous functions) Which is pre-compact.
- (commutative algebra, of a domain) Integrally closed: equal its own integral closure in its field of fractions.
- (probability theory, statistics, of a distribution, random variable, etc.) Which has a very specific bell curve shape; that is or has the qualities of a normal distribution.
- (physics, of a mode in an oscillating system) In which all parts of an object vibrate at the same frequency (a normal mode).
- (rail transport, of points) In the default position, set for the most frequently used route.
- (chemistry) Of, relating to, or being a solution containing one equivalent weight of solute per litre of solution.
- (category theory, of a category) Which contains only normal morphisms.
- (organic chemistry) Describing a straight chain isomer of an aliphatic hydrocarbon, or an aliphatic compound in which a substituent is in the 1- position of such a hydrocarbon.
- (fandom slang, sarcastic, with “about”) Fervently interested in a subject; obsessed.
- (algebraic geometry, of a variety or scheme) Such that the local ring at every point is an integrally closed domain.
- (category theory, of a morphism) Which is the kernel or cokernel of some morphism, respectively.
- (number theory, of a real number) In whose representation in a given base b ≥ 2, for every positive integer n, the bⁿ possible strings of n digits follow a uniform distribution.
- Usual, healthy; not sick or ill or unlike oneself.
- (set theory, of a function from the ordinals to the ordinals) Which is strictly monotonically increasing and continuous with respect to the order topology.
- (algebra, of a field extension of a field K) Which is the splitting field of a family of polynomials in K.
- (algebra, of a subgroup) With cosets which form a group.
- (commutative algebra, of a ring) Such that all of its localizations at prime ideals are integrally closed domains.
- (education, of a school) Teaching teachers how to teach; teaching teachers the norms of education.
- According to norms or rules or to a regular pattern.
- (geometry) Perpendicular to a tangent of a curve or tangent plane of a surface.
- in accordance with scientific laws
- conforming with or constituting a norm or standard or level or type or social norm; not abnormal
- forming a right angle
- being approximately average or within certain limits in e.g. intelligence and development
noun
- (geometry, countable) A line or vector that is perpendicular to another line, surface, or plane.
- (medicine, countable) A person who is healthy, normal, as opposed to one who is morbid.
- (slang, countable) A person who is normal, who fits into mainstream society, as opposed to those who live alternative lifestyles.
- (countable, uncountable) The usual state.
- something regarded as a normative example
adj
- (algebra, of an algebraic structure) Having a commutative operation.
- (mathematics, of a binary operation) Such that the order in which the operands are taken does not affect their image under the operation.
- Relating to exchange; interchangeable.
- (mathematics, of a diagram of morphisms) Such that any two sequences of morphisms with the same initial and final positions compose to the same morphism.
- (of a binary operation) independent of order; as in e.g.: ‘a x b’ = ‘b x a’
noun
adj
- (mathematics, linear algebra, mathematical analysis, of a matrix or operator) Whose inverse is equal to its adjoint.
- Having the quality of oneness.
- (mathematics, of an algebra) That contains an identity element.
- (government, of a system of government or administration) That concentrates power in a single body, rather than sharing it with more local bodies.
- characterized by or constituting a form of government in which power is held by one central authority
- of or pertaining to or involving the use of units
- relating to or characterized by or aiming toward unity
- having the indivisible character of a unit