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Intransitive (other)
Intransitive can mean: * the opposite of ''transitive'', see Transitivity (other) * Intransitivity, a mathematical property of binary relations * Intransitive verb, a verb that does not allow an object * Intransitive case, the grammatical case for arguments of intransitive verbs * Intransitive Recordings, an independent American record label See also * Nontransitive game * Nontransitive dice A set of dice is intransitive (or nontransitive) if it contains three dice, ''A'', ''B'', and ''C'', with the property that ''A'' rolls higher than ''B'' more than half the time, and ''B'' rolls higher than ''C'' more than half the time, but it is ...
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Transitivity (other)
Transitivity or transitive may refer to: Grammar * Transitivity (grammar), a property of verbs that relates to whether a verb can take direct objects * Transitive verb, a verb which takes an object * Transitive case, a grammatical case to mark arguments of a transitive verb Logic and mathematics * Transitive group action * Transitive relation, a binary relation in which if ''A'' is related to ''B'' and ''B'' is related to ''C'', then ''A'' is related to ''C'' * Syllogism, a related notion in propositional logic * Intransitivity, properties of binary relations in mathematics * Arc-transitive graph, a graph whose automorphism group acts transitively upon ordered pairs of adjacent vertices * Edge-transitive graph, a graph whose automorphism group acts transitively upon its edges * Vertex-transitive graph, a graph whose automorphism group acts transitively upon its vertices * Transitive set a set ''A'' such that whenever ''x'' ∈ ''A'', and ''y'' ∈ ''x'', then ''y'' ∈ ''A'' ...
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Intransitivity
In mathematics, intransitivity (sometimes called nontransitivity) is a property of binary relations that are not transitive relations. This may include any relation that is not transitive, or the stronger property of antitransitivity, which describes a relation that is never transitive. Intransitivity A relation is transitive if, whenever it relates some A to some B, and that B to some C, it also relates that A to that C. Some authors call a relation if it is not transitive, that is, (if the relation in question is named R) \lnot\left(\forall a, b, c: a R b \land b R c \implies a R c\right). This statement is equivalent to \exists a,b,c : a R b \land b R c \land \lnot(a R c). For instance, in the food chain, wolves feed on deer, and deer feed on grass, but wolves do not feed on grass. Thus, the relation among life forms is intransitive, in this sense. Another example that does not involve preference loops arises in freemasonry: in some instances lodge A recognizes lodge B ...
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Intransitive Verb
In grammar, an intransitive verb is a verb whose context does not entail a direct object. That lack of transitivity distinguishes intransitive verbs from transitive verbs, which entail one or more objects. Additionally, intransitive verbs are typically considered within a class apart from modal verbs and defective verbs. Examples In the following sentences, verbs are used without a direct object: *"Rivers flow." *"I sneezed." *"My dog ran." *"Water evaporates when it's hot." *"You've grown since I last saw you!" *"I wonder how old I will be when I die." The following sentences contain transitive verbs (they entail one or more objects): *"We watched ''a movie'' last night." *"She's making ''promises''." *"When I said that, my sister smacked ''me''." *"Santa gave ''me'' ''a present''." *"He continuously clicked ''his pen'' and it was incredibly annoying to me." Some verbs, called ambitransitive verbs, may entail objects but do not always require one. Such a verb may be ...
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Intransitive Case
In grammar, the intransitive case (abbreviated ), also denominated passive case or patient case, is a grammatical case used in some languages to mark the argument of an intransitive verb, but not used with transitive verbs. It is generally seen in languages that display tripartite nominal morphologies; it contrasts with the nominative and absolutive cases employed in other languages' morphosyntax to mark the argument of intransitive clauses. As a distinct intransitive case has zero marking in all languages known to have one, and is the citation form of the noun, it is frequently called absolutive, a word used for an unmarked citation-form argument in various case systems. See also *Transitive case *Nominative case *Absolutive case In grammar, the absolutive case (abbreviated ) is the case of nouns in ergative–absolutive languages that would generally be the subjects of intransitive verbs or the objects of transitive verbs in the translational equivalents of nominative� ... ...
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Intransitive Recordings
Intransitive Recordings was an independent record label for experimental music, founded by the artist Howard Stelzer. Intransitive published electro-acoustic music, free improvisation, sound art, sound poetry, and noise music between its start in 1997 until its ending in 2012. Stelzer explained that "... (the) reason for starting Intransitive was to publish my own work. I had recorded Stone Blind, a one-hour-long tape piece, and knew that no one outside of Florida had ever heard of me, so no one would have any reason to put it out. I just did it myself, and subsequently fell in love with the idea of putting out CDs." In 1998, Stelzer decided to publish work by other composers and reached out to artists whose music he had long admired. "Since it was so easy to publish one CD, I felt empowered (and bold!) enough to ask two of my favorite artists, Brume (Christian Renou, from France) and Kapotte Muziek (Frans de Waard, from the Netherlands) to submit an album for me to put out." In ...
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Nontransitive Game
In game theory, an intransitive or non-transitive game is the one in which the various strategies produce one or more "loops" of preferences. In a non- transitive game in which strategy A is preferred over strategy B, and strategy B is preferred over strategy C, strategy A is ''not'' necessarily preferred over strategy C. A prototypical example non-transitive game is the game rock, paper, scissors which is explicitly constructed as a non-transitive game. In probabilistic games like Penney's game, the violation of transitivity results in a more subtle way, and is often presented as a probability paradox. Examples * Rock, paper, scissors * Penney's game * Intransitive dice * Street Fighter. The videogame franchise that introduced the common convention that block beats strike, strike beats throw, and throw beats block. * Halo Wars 2. A videogame noted for having a cycle in which aircraft beat landcraft, landcraft beat infantry, and infantry beat aircraft. See also * Stochastic tr ...
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