- N\otimes C} be
right C-
comodules. Then an R-linear map f : M → N {\displaystyle f:M\rightarrow N} is
called a (right)
comodule morphism, or (right) C-colinear...
-
through an
equivalence of
categories of
comodules of ( A , Γ ) {\displaystyle (A,\Gamma )} to the
category of
comodules of ( v n − 1 E ( m ) ∗ / I n , v n...
- the
Pareigis Hopf
algebra is the Hopf
algebra over a
field k
whose left
comodules are
essentially the same as
complexes over k, in the
sense that the corresponding...
-
Likewise the
representations of this Hopf
algebra turn out to be Z2-graded
comodules. This Hopf
algebra gives the
global properties of the supergroup. There...
- mil/-news/2010/07/16/42405-ripsaw-demonstrates-capabilities-at-apg/>. "Blog —
COMODULE". www.
comodule.com.
Archived from the
original on
March 4, 2016.
Retrieved Feb...
- ISBN 0-8247-0481-9, Zbl 0962.16026. Gómez-Torrecillas, José (1998), "Coalgebras and
comodules over a
commutative ring",
Revue Roumaine de Mathématiques
Pures et Appliquées...
-
abelian group G and any
object A of A. The
abelian category is also a
comodule; Hom(G,A) can be
interpreted as an
object of A. If A is complete, then...
- Kathryn; Shipley,
Brooke (2016). "Waldhausen K-theory of
spaces via
comodules".
Advances in Mathematics. 290: 1079–1137. arXiv:1402.4719. doi:10.1016/j...
-
above always has objects. Note this can be
applied to the
situation of
comodules over Hopf-algebroids to
construct algebraic models of
gerbes over affine...
-
corresponding Hilbert–Poincaré series.
Graded (mathematics)
Graded algebra Comodule Graded module Littlewood–Richardson rule Bourbaki, N. (1974)
Algebra I...
