invariant polynomial造句
例句與造句
- In other words, in this case, every invariant polynomial is a linear combination of powers of the determinant polynomial.
- The construction for general reductive group is similar and uses invariant polynomials on the Lie algebra of " G ".
- In 1893 Hilbert formulated and proved a criterion for determining those orbits which are not separated from the zero orbit by invariant polynomials.
- The rings of invariant polynomials of these finite group actions were computed by Klein, and are essentially the coordinate rings of the singularities; this is a classic result in invariant theory.
- If the invariant polynomial is homogeneous one can write down concretely any " k "-form of the closed connection " ? " as some 2 " k "-form of the associated curvature form ? of " ? ".
- It's difficult to find invariant polynomial in a sentence. 用invariant polynomial造句挺難的
- Alternatively, one can first define an equivariant Chern class and then define other characteristic classes as invariant polynomials of Chern classes as in the ordinary case; for example, the equivariant Todd class of an equivariant line bundle is the Todd function evaluated at the equivariant first Chern class of the bundle . ( An equivariant Todd class of a line bundle is a power series ( not a polynomial as in the non-equivariant case ) in the equivariant first Chern class; hence, it belongs to the completion of the equivariant cohomology ring .)