convolution algebra造句

例句与造句

1. Just as with finite groups, we can define the convolution algebra.
2. Thus, the convolution algebra and the group algebra are isomorphic as algebras.
3. Instead the convolution algebra L ^ 1 ( G ) takes its place.
4. The Mellin transform may also be viewed as the Gelfand transform for the convolution algebra of the locally compact abelian group of positive real numbers with multiplication.
5. Another characterization in Lie group theory is of U ( \ mathfrak { g } ) as the convolution algebra of supported only at the identity element of.
6. It's difficult to find convolution algebra in a sentence. 用convolution algebra造句挺难的
7. An approximate identity in a convolution algebra plays the same role as a sequence of function approximations to the Dirac delta function ( which is the identity element for convolution ).
8. Using the convolution algebra we can implement a Fourier transformation on a group G . In the area of harmonic analysis it is shown that the following definition is consistent with the definition of the Fourier transformation on \ R.
9. These include : the " convolution quotient " theory of Jan Mikusinski, based on the field of fractions of convolution algebras that are integral domains; and the theories of hyperfunctions, based ( in their initial conception ) on boundary values of analytic functions, and now making use of sheaf theory.
10. In the following we will define the convolution algebra : Let G be a group, the set L ^ 1 ( G ) : = \ { f : G \ to \ C \ } is a \ C  vector space with the operations addition and scalar multiplication then this vector space is isomorphic to \ C ^ { | G | }.