tensor power造句

Denote by its th symmetric tensor power and the induced operator.
Similarly one can express elementary symmetric polynomials via traces over antisymmetric tensor powers.
Every framed trace diagram corresponds to a multilinear function between tensor powers of the vector space " V ".
Let V = k ^ n be the space of rank n column vectors over k, and form the tensor power
The integer values a ( i, j ) are the tensor powers of the line bundles whose product is used in the iterated sphere-bundle construction of the Bott tower.
It's difficult to find tensor power in a sentence. 用tensor power造句挺难的

Outside the hyperelliptic cases, Noether proved that ( in modern language ) the canonical bundle is normally generated : the symmetric powers of the space of sections of the canonical bundle map onto the sections of its tensor powers.
One can see further that the space of homogeneous polynomials of degree " k " can be identified with the symmetric tensor power S ^ k \ mathbb { C } ^ n of the standard representation \ mathbb C ^ n.
The notation here means : O ( " n " ) is the " n "-th tensor power of the Serre twist sheaf O ( 1 ), the invertible sheaf or line bundle with associated Cartier divisor a single point.