例句與造句

1. Such a Haar measure is in many cases easy to compute; for example for orthogonal groups it was known to Adolf Hurwitz, and in the Lie group cases can always be given by an invariant differential form.
2. by the action of \ mathfrak { g } and on \ Lambda ^ \ cdot { \ mathfrak g } ^ * as the exterior derivative of right-invariant differential forms on the Lie group " G ", whose Lie algebra is \ mathfrak { g }.
3. The construction should not be confused as a more naive cohomology of invariant differential forms : if " G " is a compact Lie group, then, by the averaging argument, any form may be made invariant; thus, cohomology of invariant differential forms does not yield new information.
4. The construction should not be confused as a more naive cohomology of invariant differential forms : if " G " is a compact Lie group, then, by the averaging argument, any form may be made invariant; thus, cohomology of invariant differential forms does not yield new information.
5. Tsuneo Tamagawa's observation was that, starting from an invariant differential form ? on " G ", defined " over K ", the measure involved was well-defined : while ? could be replaced by " c " ? with " c " a non-zero element of " K ", the product formula for valuations in " K " is reflected by the independence from " c " of the measure of the quotient, for the product measure constructed from ? on each effective factor.
6. It's difficult to find invariant differential form in a sentence. 用invariant differential form造句挺難的