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19932016
most citedOn slim double Lie groupoids

1 citations · 2 across the 6 of their papers we have counts for

collaborators

7 papers

math.KT2016

Double groupoid cohomology and extensions

Jesús Alonso Ochoa Arango, Alejandro Tiraboschi

We study extensions of double groupoids in the sense of \cite{AN2} and show some classical results of group theory extensions in the case of double groupoids. For it, given a doubl…

math.DG2011

Automorphisms of non-singular nilpotent Lie algebras

Aroldo Kaplan, Alejandro Tiraboschi

For a real, non-singular, 2-step nilpotent Lie algebra , the group \Aut(\mathfrak{n})/\Aut_0(\mathfrak{n})\Aut_0(\mathfrak{n})$ is the group of automorphism…

math.QA2011

Multiplier Infinitesimal Bialgebras and Derivator Lie Bialgebras

Jesus Alonso Ochoa Arango, Alejandro Tiraboschi, Shuanhong Wang

We propose a definition of multiplier infinitesimal bialgebra and a definition of derivator Lie bialgebra. We give some examples of these structures and prove that every bibalanced…

math.DG2008★ 1 cited

On slim double Lie groupoids

Nicolas Andruskiewitsch, Jesus Alonso Ochoa Arango, Alejandro Tiraboschi

We prove that every slim double Lie groupoid with proper core action is completely determined by a factorization of a certain canonically defined "diagonal" Lie groupoid.

math.DG2006

A family of Poisson non-compact symmetric spaces

Nicolas Andruskiewitsch, Alejandro Tiraboschi

We study Poisson symmetric spaces of group type with Cartan subalgebra "adapted" to the Lie cobracket.

math.DG2005

Horizontal submanifolds of groups of Heisenberg type

A. Kaplan, F. Levstein, L. Saal +1

We study maximal horizontal subgroups of Carnot groups of Heisenberg type. We classify those of dimension half of that of the canonical distribution ("lagrangians") and illustrate…