13 citations · 16 across the 3 of their papers we have counts for
4 papers
Ricci flow on cone surfaces and a three-dimensional expanding soliton
Daniel Ramos
The main objective of this thesis is the study of the evolution under the Ricci flow of surfaces with singularities of cone type. A second objective, emerged from the techniques we…
Gradient Ricci solitons on surfaces
Daniel Ramos
We classify and expose all the gradient Ricci solitons on complete surfaces, open or closed, with curvature bounded below, and possibly with a discrete set of cone-like singular po…
An asymptotically cusped three dimensional expanding gradient Ricci soliton
Daniel Ramos
We construct an expanding gradient Ricci soliton in dimension three over the topological manifold R x T^2 (the product of a line and a torus) that aproaches asymptotically a consta…
Smoothening cone points with Ricci flow
Daniel Ramos
We consider Ricci flow on a closed surface with cone points. The main result is: given a (nonsmooth) cone metric g_0 over a closed surface there is a smooth Ricci flow g(t) defined…