1 citations · 3 across the 5 of their papers we have counts for
5 papers
A note on the Slicing of -Currents in the Heisenberg Group in the case
Colleen Ackermann, Giovanni Canarecci
This paper aims to expand on the open case regarding Proposition 3.6[1] and hopefully foster curiosity for its resolution.
Horizontal and Straight Triangulations on Heisenberg Groups
Giovanni Canarecci
This paper aims to show that there exists a triangulation of the Heisenberg group into singular simplexes with regularity properties on both the low-dimensional and…
Sub-Riemannian Currents and Slicing of Currents in the Heisenberg group
Giovanni Canarecci
This paper aims to define and study currents and slices of currents in the Heisenberg group . Currents, depending on their integration properties and on those of thei…
Insight in the Rumin Cohomology and Orientability Properties of the Heisenberg Group
Giovanni Canarecci
The purpose of this study is to analyse two related topics: the Rumin cohomology and the -orientability in the Heisenberg group . In the first three chapt…
Notion of -orientability for surfaces in the Heisenberg group
Giovanni Canarecci
This paper aims to define and study a notion of orientability in the Heisenberg sense (-orientability) for the Heisenberg group . In particular, we define…