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This category collects together articles related to the alleged French occult group Priory of Sion created as a political hoax by Pierre Plantard.
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This category collects Japanese politicians, including all periods.
This category collects information about the domestic dog.
This category collects on the German history which was under Adolf Hitler's autocracy, from Adolf Hitler's taking power to the end of the World War II ( 1933-1945 ).
This category collects subcategories organizations, social structures of: Category: People with a common purpose, ideology, belief, or interest.
This category collects on the Russian history which was under the oligarchy ruled by the Communist Party of the Soviet Union, from November 1917 to December 1991.
* This category collects on the politics of Russia including all periods.
This category collects articles on Inuit culture.
This category collects all articles about education in Iceland.
This category collects articles concerning the over 200 Alaska Native tribal entities which are recognized by the United States Bureau of Indian Affairs as having a government-to-government relationship with the U. S. federal government.
This category collects on the political philosophy which intends the autocracy by one person or monarch, expansionism, racism and ethnocentrism.
This category collects all articles about education in Sweden.
This category collects stock characters and similar stereotypes.
This category collects volcanoes popularly known as supervolcanoes.
This category collects all articles about education in Pakistan.
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This category collects article on past and present members of the Alaska House of Representatives.
This category collects on the history of Spain under the autocracy by Francisco Franco, from the end of the Spanish Civil War to the restoration of Juan Carlos I ( 1939 – 1975 ).
This category collects on states that communist parties monopolize ruling power.
This category collects all articles about education in France.
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This category collects all articles about education in Denmark.
category and together
The class of all unital associative R-algebras together with algebra homomorphisms between them form a category, sometimes denoted R-Alg.
The class of all Boolean algebras, together with this notion of morphism, forms a full subcategory of the category of lattices.
For example, a ( strict ) 2-category is a category together with " morphisms between morphisms ", i. e., processes which allow us to transform one morphism into another.
A category together with a choice of Grothendieck topology is called a site.
) The composition of two such homomorphisms is again a homomorphism, and the class of all Lie groups, together with these morphisms, forms a category.
Because of their shared histories and the similarities between the pronunciation, vocabulary and accent of American English and Canadian English, the two spoken languages are often grouped together under a single category.
Brown and Lenneberg in fact found that Zuñi speakers who classify green and blue together as a single category did have trouble recognizing and remembering nuances within the green / blue category.
The category of real compact Tychonoff spaces is anti-equivalent to the category of the rings C ( X ) ( where X is real compact ) together with ring homomorphisms as maps.
Let X and Y be objects of a category D. The product of X and Y is an object X × Y together with two morphisms
Let F: J → C be a diagram of type J in a category C. A cone to F is an object N of C together with a family ψ < sub > X </ sub >: N → F ( X ) of morphisms indexed by the objects of J, such that for every morphism f: X → Y in J, we have F ( f ) o ψ < sub > X </ sub >
Topological groups, together with their homomorphisms, form a category.
* Given a category C with finite coproducts, a cogroup object is an object G of C together with a " comultiplication " m: G → G G, a " coidentity " e: G → 0, and a " coinversion " inv: G → G, which satisfy the dual versions of the axioms for group objects.
The class of all sets together with all functions between sets, where composition is the usual function composition, forms a large category, Set.
Entire sets of PPE, worn together in a combined suit, would also fall into this category.
* In the category of pointed sets ( whose objects are non-empty sets together with a distinguished element ; a morphism from to being a function with, every singleton is a zero object.
In general, there are two ways of grouping information: by category e. g. a shopping catalogue where items are compiled together under headings such as ' home ', ' sport & leisure ', ' women's clothes ' etc.
The diffeological spaces, together with differentiable maps as morphisms, form a category.
The partially ordered groups, together with this notion of morphism, form a category.
Every person born into this world comes from one of these categories in order to help fulfill the kind of function that that category of people is supposed to fulfill in order to keep the community together.
Application of transcendental methods to algebraic geometry falls in this category, together with more geometric chapters of complex analysis.
These types may be grouped together under a category called " Roads ".
Furthermore, puzzles consisting of several metal pieces linked together in some fashion are also considered part of this category.
Much research in the fields of Communication, Psychology, and Sociology, especially under the category of Organizational Behavior, has shown that physical proximity enhances peoples ' ability to work together.
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