complexified造句

例句与造句

1. In addition to exchanging the gauge groups of the two theories, Montonen Olive duality transforms a theory with complexified coupling coupling constant \ tau to a theory with complexified constant-1 / \ tau.
2. Real representations can be complexified to get a complex representation of the same dimension and complex representations can be converted into a real representation of twice the dimension by treating the real and imaginary components separately.
3. Tensoring the tangent bundle with the complex numbers we get the " complexified " tangent bundle, on which multiplication by complex numbers makes sense ( even if we started with a real manifold ).
4. In the classical Penrose transform, " Y " is the spin bundle, " X " is a compactified and complexified form of Minkowski space and " Z " is the twistor space.
5. Just as we build differential forms out of exterior powers of the cotangent bundle, we can build exterior powers of the complexified cotangent bundle ( which is canonically isomorphic to the bundle of dual spaces of the complexified tangent bundle ).
6. It's difficult to find complexified in a sentence. 用complexified造句挺难的
7. Just as we build differential forms out of exterior powers of the cotangent bundle, we can build exterior powers of the complexified cotangent bundle ( which is canonically isomorphic to the bundle of dual spaces of the complexified tangent bundle ).
8. Geometries that are specializations of real projective geometry, such as Euclidean geometry, elliptic geometry or conformal geometry may be complexified, thus embedding the points of the geometry in a complex projective space, but retaining the identity of the original real space as special.
9. This explains why the Taylor series of ? ( " x " ) diverges for | " x " | > 1, i . e ., the radius of convergence is 1 because the complexified function has a pole at distance 1 from the evaluation point 0 and no further poles within the open disc of radius 1 around the evaluation point.
10. By the Sato-Kimura classification, there are essentially four such examples, and they all come from complexified isotropy representations of hermitian symmetric spaces for a larger group " H " ( i . e ., " G " is the semisimple part of the stabilizer of a point, and " V " is the corresponding tangent representation ).
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