Direct product
Direct product In mathematics, one can often define a direct product of objects already known, giving a new one. Examples are the product of sets (see Cartesian product), groups ( ...
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Direct product   (translated from French)
Direct product In mathematic , it is often possible to define one direct product objects given, to obtain new. Examples are ... them produits of rings and others structures . product of topological spaces is another example. ...
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Direct product   (translated from German)
Direct product In that Mathematics is in direct product a mathematical structure, with the help of of the cartesian product from existing mathematical structures one forms. ...
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Accurate direct product   (translated from Chinese)
Accurate direct product Accurate direct product (semidirect product)Is in abstract algebra describes two ...
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Direct product   (translated from Italian)
Direct product Definition direct product of two gruppi (G 1 , * 1 ), (G ... reading, to omit several the symbols of product, sottointendendo that two elements of a ...
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Talk:Direct product
Talk:Direct product Huh? Direct product of vector spaces I cut out the following from the section Vector space direct product because its insane: Note that ...
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Semi-direct product   (translated from French)
Semi-direct product This article is one ébauche to be ... maths>G group; is produced semi-direct of H by K ...
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Direct product (groups)   (translated from French)
Direct product (groups) In theory of the groups one defines the direct product of two groups by providing with a structure of group the Cartesian product of the two groups starting. A ...
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Direct sum   (translated from Japanese)
Direct sum Direct sum(ちょ く わ, direct sum and disjoint union) plural gathering , in ... the sign which is used for displaying direct sum < Math> \oplus and \coprod < /math> And ... sign has been similar to that of direct product well, but as mentioned later, ...
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Semidirect product
Semidirect product In group theory, a semidirect product describes a particular way in which a ... one and only one way as a product of an element of N and an ... one and only one way as a product of an element of H and an ... we say that G is a semidirect product of N and H, or that ...
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