AbstractInterpreting entwining structures as special instances of J. Beck's distributive law, the concept of entwining module can be generalized for the setting of arbitrary monoidal category. In this paper, we use the distributive law formalism to extend in this setting basic properties of entwining modules
AbstractWe extend the results of Külshammer [J. Pure Appl. Algebra 86 (1993) 65] on the tensor produ...
Given a commutative ring with unit, -algebra and -coalgebra Triple is called (weak) entwin...
AbstractWe give a systematic treatment of distributivity for a monad and a comonad as arises in givi...
AbstractTwo cochain complexes are constructed for an algebra A and a coalgebra C entwined with each ...
AbstractInterpreting entwining structures as special instances of J. Beck's distributive law, the co...
AbstractGalois comodules over a coring can be characterised by properties of the relative injective ...
AbstractWe prove Heyneman–Radford Theorem in the framework of monoidal categories
Recently, Böhm and Ştefan constructed duplicial (paracyclic) objects from distributive laws between ...
AbstractRecently, Böhm and Ştefan constructed duplicial (paracyclic) objects from distributive laws ...
AbstractWe consider a modular approach to denotational semantics. We reformulate and extend the idea...
We show, for a monad T, that coalgebra structures on a T-algebra can be described in terms of ‘brai...
AbstractWe give an explicit description of the free completion EM(K) of a 2-category K under the Eil...
AbstractPolycategories form a rather natural generalization of multicategories. Besides the domains ...
Semientwining structures are proposed as concepts simpler than entwining structures, yet they are sh...
We introduce a theory of modules over a representation of a small category taking values in entwinin...
AbstractWe extend the results of Külshammer [J. Pure Appl. Algebra 86 (1993) 65] on the tensor produ...
Given a commutative ring with unit, -algebra and -coalgebra Triple is called (weak) entwin...
AbstractWe give a systematic treatment of distributivity for a monad and a comonad as arises in givi...
AbstractTwo cochain complexes are constructed for an algebra A and a coalgebra C entwined with each ...
AbstractInterpreting entwining structures as special instances of J. Beck's distributive law, the co...
AbstractGalois comodules over a coring can be characterised by properties of the relative injective ...
AbstractWe prove Heyneman–Radford Theorem in the framework of monoidal categories
Recently, Böhm and Ştefan constructed duplicial (paracyclic) objects from distributive laws between ...
AbstractRecently, Böhm and Ştefan constructed duplicial (paracyclic) objects from distributive laws ...
AbstractWe consider a modular approach to denotational semantics. We reformulate and extend the idea...
We show, for a monad T, that coalgebra structures on a T-algebra can be described in terms of ‘brai...
AbstractWe give an explicit description of the free completion EM(K) of a 2-category K under the Eil...
AbstractPolycategories form a rather natural generalization of multicategories. Besides the domains ...
Semientwining structures are proposed as concepts simpler than entwining structures, yet they are sh...
We introduce a theory of modules over a representation of a small category taking values in entwinin...
AbstractWe extend the results of Külshammer [J. Pure Appl. Algebra 86 (1993) 65] on the tensor produ...
Given a commutative ring with unit, -algebra and -coalgebra Triple is called (weak) entwin...
AbstractWe give a systematic treatment of distributivity for a monad and a comonad as arises in givi...
DOI
Add to ORKG