A Theory of Sub-Finsler Surface Area in the Heisenberg Group

Sánchez, Ayla Paloma.


  • Abstract: This work is concerned with the metric properties of continuous Heisenberg group under Carnot-Caratheodory metrics. Such metrics are in general sub-Finsler, but a particular choice of CC-metric yields the sub-Riemannian case, which has long been studied by analysts and geometers alike. In the sub-Riemannian case, there is a clear definition of surface area that can be easily expressed an... read more
This object is in collection Corporate name Permanent URL
To Cite:
DCA Citation Guide    EndNote