Le Anh Vu

most citedK-theory for the Leaf Space of Foliations Formed by the Generic K-orbits of a class of Solvable Real Lie Groups

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.KT2014

K-theory for the Leaf Spaces of the Orbit Foliations of the co-adjoint Action of some 5-dimensional Solvable Lie groups

Le Anh Vu, Nguyen Anh Tuan, Duong Quang Hoa

In this paper, combining Kirillov's method of orbits with Connes' method in Differential Geometry, we study the so-called MD(5,3C)-foliations, i.e. the orbit foliations of the co-a…

math.KT2014★ 1 cited

K-theory for the Leaf Space of Foliations Formed by the Generic K-orbits of a class of Solvable Real Lie Groups

Le Anh Vu, Duong Quang Hoa, Nguyen Anh Tuan

The paper is a continuation of the works [17] of Vu and Shum, [18] and [19] of Vu and Hoa. In [17], Vu and Shum classified all the MD5-algebras having commutative derived ideals. I…

math.KT2010

K-Theory for the Leaf Space of Foliations formed by the Generic K-Ornits of some indecomposable $M D_{5}$ -Groups

Le Anh Vu, Duong Quang Hoa

The paper is a continuation of the authors' work in which we considered foliations formed by the maximal dimensional K-orbits ( $M D_{5}$ -foliations) of connected $M D_{5}$ -groups such th…

K-theory for the Leaf Spaces of the Orbit Foliations of the co-adjoint Action of some 5-dimensional Solvable Lie groups

K-theory for the Leaf Space of Foliations Formed by the Generic K-orbits of a class of Solvable Real Lie Groups

K-Theory for the Leaf Space of Foliations formed by the Generic K-Ornits of some indecomposable MD5​-Groups

K-Theory for the Leaf Space of Foliations formed by the Generic K-Ornits of some indecomposable $M D_{5}$ -Groups