[HTML][HTML] Milnor–Moore categories and monadic decomposition
A Ardizzoni, C Menini - Journal of Algebra, 2016 - Elsevier
In this paper monoidal Hom-Lie algebras, Lie color algebras, Lie superalgebras and other
type of generalized Lie algebras are recovered by means of an iterated construction, known …
type of generalized Lie algebras are recovered by means of an iterated construction, known …
Milnor–Moore categories and monadic decomposition
A Ardizzoni, C Menini - Journal of Algebra, 2016 - infona.pl
In this paper monoidal Hom-Lie algebras, Lie color algebras, Lie superalgebras and other
type of generalized Lie algebras are recovered by means of an iterated construction, known …
type of generalized Lie algebras are recovered by means of an iterated construction, known …
Milnor-Moore Categories and Monadic Decomposition
A Ardizzoni, C Menini - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
Abstract In this paper Hom-Lie algebras, Lie color algebras, Lie superalgebras and other
type of generalized Lie algebras are recovered by means of an iterated construction, known …
type of generalized Lie algebras are recovered by means of an iterated construction, known …
[PDF][PDF] MILNOR-MOORE CATEGORIES AND MONADIC DECOMPOSITION
A ARDIZZONI, C MENINI - arXiv preprint arXiv:1401.2037, 2014 - academia.edu
In this paper Hom-Lie algebras, Lie color algebras, Lie superalgebras and other type of
generalized Lie algebras are recovered by means of an iterated construction, known as …
generalized Lie algebras are recovered by means of an iterated construction, known as …
Milnor-Moore categories and monadic decomposition
A Ardizzoni, C Menini - JOURNAL OF ALGEBRA, 2016 - iris.unito.it
In this paper monoidal Hom-Lie algebras, Lie color algebras, Lie superalgebras and other
type of generalized Lie algebras are recovered by means of an iterated construction, known …
type of generalized Lie algebras are recovered by means of an iterated construction, known …
[PDF][PDF] Milnor–Moore categories and monadic decomposition
A Ardizzoni, C Menini - Journal of Algebra, 2016 - sfera.unife.it
The celebrated Milnor–Moore Theorem [32, Theorem 5.18] establishes, in characteristic
zero, an equivalence between the category of primitively generated braided bialgebras and …
zero, an equivalence between the category of primitively generated braided bialgebras and …
[PDF][PDF] MILNOR-MOORE CATEGORIES AND MONADIC DECOMPOSITION
A ARDIZZONI, C MENINI - arXiv preprint arXiv:1401.2037, 2014 - core.ac.uk
In this paper Hom-Lie algebras, Lie color algebras, Lie superalgebras and other type of
generalized Lie algebras are recovered by means of an iterated construction, known as …
generalized Lie algebras are recovered by means of an iterated construction, known as …
Milnor-Moore Categories and Monadic Decomposition
A Ardizzoni, C Menini - arXiv preprint arXiv:1401.2037, 2014 - arxiv.org
In this paper Hom-Lie algebras, Lie color algebras, Lie superalgebras and other type of
generalized Lie algebras are recovered by means of an iterated construction, known as …
generalized Lie algebras are recovered by means of an iterated construction, known as …
[PDF][PDF] Milnor–Moore categories and monadic decomposition
A Ardizzoni, C Menini - Journal of Algebra, 2016 - iris.unife.it
The celebrated Milnor–Moore Theorem [32, Theorem 5.18] establishes, in characteristic
zero, an equivalence between the category of primitively generated braided bialgebras and …
zero, an equivalence between the category of primitively generated braided bialgebras and …
[PDF][PDF] MILNOR-MOORE CATEGORIES AND MONADIC DECOMPOSITION
A ARDIZZONI, C MENINI - arXiv preprint arXiv:1401.2037, 2014 - Citeseer
In this paper Hom-Lie algebras, Lie color algebras, Lie superalgebras and other type of
generalized Lie algebras are recovered by means of an iterated construction, known as …
generalized Lie algebras are recovered by means of an iterated construction, known as …