hypermatrix造句
例句與造句
- A hyperdeterminant is not the only polynomial algebraic invariant for the group acting on the hypermatrix.
- Cayley's second hyperdeterminant is defined for a restricted range of hypermatrix formats ( including the hypercubes of any dimensions ).
- This property generalizes immediately to hyperdeterminants implying invariance when you add a multiple of one slice of a hypermatrix to another parallel slice.
- Using the multiplication rule above on the hyperdeterminant of a hypermatrix " H " times a matrix " S " with determinant equal to one gives
- In other words, the hyperdeterminant is an algebraic invariant under the action of the special linear group " SL " ( " n " ) on the hypermatrix.
- It's difficult to find hypermatrix in a sentence. 用hypermatrix造句挺難的
- In other words, for a given hypermatrix format, all the polynomial algebraic invariants with integer coefficients can be formed using addition, subtraction and multiplication starting from a finite number of them.
- In the case of a 2?? hypermatrix, all such invariants can be generated in this way from Cayley's second hyperdeterminant alone, but this is not a typical result for other formats.
- For example, the second hyperdeterminant for a hypermatrix of format 2??? is an algebraic invariant of degree 24 yet all the invariants can be generated from a set of four simpler invariants of degree 6 and less.