Tensor product
$\mathbb{R}{\otimes}_{\mathbb{Q}}\mathbb{R}$
2
$\begingroup$
Is it true that any element of
$\mathbb{R}{\otimes}_{\mathbb{Q}}\mathbb{R}$
is symmetrical?
Thanks.
abstract-algebra
asked
2012-02-17
user id:13228
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What do you mean by symmetrical? that it's of the form
$x\otimes x$
? Then no, for example
$1\otimes 2$
is there.
–
2012-02-17
1 Answers
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