Relation To Tensor Products
There is a natural one-to-one correspondence between multilinear maps
and linear maps
where denotes the tensor product of . The relation between the functions and is given by the formula
Read more about this topic: Multilinear Map
Famous quotes containing the words relation to, relation and/or products:
“To be a good enough parent one must be able to feel secure in ones parenthood, and ones relation to ones child...The security of the parent about being a parent will eventually become the source of the childs feeling secure about himself.”
—Bruno Bettelheim (20th century)
“Skepticism is unbelief in cause and effect. A man does not see, that, as he eats, so he thinks: as he deals, so he is, and so he appears; he does not see that his son is the son of his thoughts and of his actions; that fortunes are not exceptions but fruits; that relation and connection are not somewhere and sometimes, but everywhere and always; no miscellany, no exemption, no anomaly,but method, and an even web; and what comes out, that was put in.”
—Ralph Waldo Emerson (18031882)
“The reality is that zero defects in products plus zero pollution plus zero risk on the job is equivalent to maximum growth of government plus zero economic growth plus runaway inflation.”
—Dixie Lee Ray (b. 1924)