For a given entwining structure (A, C) ψinvolving an algebraA, a coalgebraC, and an
entwining map ψ: C⊗ A→ A⊗ C, a categoryMCA (ψ) of right (A, C) ψ-modules is defined and …

For a given entwining structure (A, C) ψ involving an algebraA, a coalgebraC, and an
entwining map ψ: C⊗ A→ A⊗ C, a categoryM CA (ψ) of right (A, C) ψ-modules is defined …

For a given entwining structure $(A, C) _\psi $ involving an algebra $ A $, a coalgebra $ C $,
and an entwining map $\psi: C\otimes A\to A\otimes C $, a category $\M_A^ C (\psi) $ of right …

For a given entwining structure involving an algebra A, a coalgebra C, and an entwining
map ψ: C⊗ A→ A⊗ C, a category of right (A, C, ψ)-modules is defined and its structure …

For a given entwining structure $(A, C) _\psi $ involving an algebra $ A $, a coalgebra $ C $,
and an entwining map $\psi: C\otimes A\to A\otimes C $, a category $\M_A^ C (\psi) $ of right …

arXiv:q-alg/9712023v3 9 Oct 1998 Page 1 arXiv:q-alg/9712023v3 9 Oct 1998 Running title:
Modules and coalgebra Galois extensions ON MODULES ASSOCIATED TO COALGEBRA …