israelisches Produkt - ορισμός. Τι είναι το israelisches Produkt
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Τι (ποιος) είναι israelisches Produkt - ορισμός

Verschränktes Produkt

Product         
WIKIMEDIA DISAMBIGUATION PAGE
Products; Product (disambiguation); Product (album); Product (song); Produkt (disambiguation)
·vt To lengthen out; to Extend.
II. Product ·vt To Produce; to bring forward.
III. Product ·vt To Produce; to Make.
IV. Product ·noun Anything that is produced, whether as the result of generation, growth, labor, or thought, or by the operation of involuntary causes; as, the products of the season, or of the farm; the products of manufactures; the products of the brain.
V. Product ·noun The number or sum obtained by adding one number or quantity to itself as many times as there are units in another number; the number resulting from the multiplication of two or more numbers; as, the product of the multiplication of 7 by 5 is 35. In general, the result of any kind of multiplication. ·see the Note under Multiplication.
product         
WIKIMEDIA DISAMBIGUATION PAGE
Products; Product (disambiguation); Product (album); Product (song); Produkt (disambiguation)
¦ noun
1. an article or substance manufactured or refined for sale.
a substance produced during a natural, chemical, or manufacturing process.
2. a result of an action or process.
a person whose character has been formed by a particular period or situation: a product of the 1960s.
3. Mathematics a quantity obtained by multiplying quantities together, or from an analogous algebraic operation.
Origin
ME: from L. productum 'something produced', neut. past participle (used asnoun) of producere (see produce).
product         
WIKIMEDIA DISAMBIGUATION PAGE
Products; Product (disambiguation); Product (album); Product (song); Produkt (disambiguation)
n.
1) to promote a (new) product
2) a by-product; an end, finished product
3) a waste product
4) the gross national product (= GNP)

Βικιπαίδεια

Crossed product

In mathematics, and more specifically in the theory of von Neumann algebras, a crossed product is a basic method of constructing a new von Neumann algebra from a von Neumann algebra acted on by a group. It is related to the semidirect product construction for groups. (Roughly speaking, crossed product is the expected structure for a group ring of a semidirect product group. Therefore crossed products have a ring theory aspect also. This article concentrates on an important case, where they appear in functional analysis.)