is a distinction between left-distributivity and right-distributivity: a ⋅ ( b ± c ) = a ⋅ b ± a ⋅ c  (left-distributive)  {\displaystyle a\cdot \left(b\pm...

principle of distributivity states that the algebraic distributive law is valid, where both logical conjunction and logical disjunction are distributive over...

Distributive may refer to: Distributive property, in algebra, logic and mathematics Distributive pronoun and distributive adjective (determiner), in linguistics...

(x\wedge z)} hold for all elements x, y, and z. This distributivity law defines the class of distributive lattices. Note that this requirement can be rephrased...

In the geometry of convex polytopes, a distributive polytope is a convex polytope for which coordinatewise minima and maxima of pairs of points remain...

The distributive tendency is the propensity of the United States Congress to lean towards distributive politics, especially to gain political support and...

will consequently also preserve the distributivity (and thus be a morphism of distributive lattices). Distributive lattices are ubiquitous but also rather...

space is commutative, left distributivity and right distributivity are equivalent, and, in this case, only one distributivity requires a proof. In general...

Distributive justice concerns the socially just allocation of resources, goods, opportunity in a society. It is concerned with how to allocate resources...

Completely distributive complete lattices, Proceedings of the American Mathematical Society, 3: 677 - 680, 1952. Alan Hopenwasser, Complete Distributivity, Proceedings...

θ-equivalence class of any element of S has a largest element. We say that θ is distributive, if it is a join, in the congruence lattice Con S of S, of monomial join-congruences...

In welfare economics, distributive efficiency occurs when goods and services are received by those who have the greatest need for them. Abba Lerner first...

In mathematics, a category is distributive if it has finite products and finite coproducts and such that for every choice of objects A , B , C {\displaystyle...

Distributive shock is a medical condition in which abnormal distribution of blood flow in the smallest blood vessels results in inadequate supply of blood...

The distributive aspect (abbreviated DISTR), is an iterative aspect which expresses that an event is applied to members of a group one after another. These...

with limits that are strict and even small." According to Belloc, the distributive state (the state which has implemented distributism) contains "an agglomeration...

and right-distributive. If the operation ∗ {\displaystyle *} is commutative, left and right distributivity are both equivalent to distributivity. Some common...

Additionally, grammatical number frequently requires agreement, but distributivity does not. The collective plural denotes multiple entities that are considered...

— Ralph Waldo Emerson Besides distributive pronouns, there are also distributive determiners (also called distributive adjectives). The pronouns and determiners...

Dummett argues that Putnam's desire for realism mandates distributivity: the principle of distributivity is essential for the realist's understanding of how...

scientist Theodore J. Lowi proposed four types of public policy, namely distributive, redistributive, regulatory and constituent in his article "Four Systems...

becomes the innermost operator. Right distributivity: ( L ∩ M ) ∪ R       =     ( L ∪ R ) ∩ ( M ∪ R )  (Right-distributivity of  ∪  over  ∩ ) ( L ∪ M ) ∪ R  ...

as frames and completely distributive lattices, see distributivity in order theory. For some applications the distributivity condition is too strong,...

each element acts as automorphisms encodes the left and right self-distributivity laws, and also these laws: a ◃ ( b ▹ c ) = ( a ◃ b ) ▹ ( a   ◃ c ) (...

In linguistics, a distributive numeral, or distributive number word, is a word that answers "how many times each?" or "how many at a time?", such as singly...

{A}}} . Surprisingly, there is a notion of "distributivity" applicable to semilattices, even though distributivity conventionally requires the interaction...

forming relationships with other parties, or maximizing mutual gains. Distributive negotiations, or compromises, are conducted by putting forward a position...

differentiated from more formal and refined forms of justice such as distributive justice or restorative justice. Social psychologist Ian Mckee states...

London College of Printing and Distributive Trades. The school was formed in 1990 by the merger of the College for Distributive Trades with the London College...

include concepts such as distributive justice, utilitarianism, retributive justice and restorative justice. In broad terms, distributive justice considers what...