# Tagged Questions

**3**

votes

**1**answer

141 views

### Triangulation of the surface determined by sampling two of its cross-sections

I have a data set that essentially looks like the picture below, i.e., it's given by sets of points in $\mathbb{R}^3$ that sample the cross-sections of a certain surface that in principle I do not ...

**14**

votes

**2**answers

538 views

### Persistent homology of Gaussian Fields in Euclidean space

If you generate points in $\mathbb R^n$ via a process that respects a Gaussian normal distribution, then compute the persistent homology / barcodes, to my eye something fairly regular seems to be ...

**4**

votes

**1**answer

332 views

### Persistent homology of Markovian dynamical systems

Consider a dynamical system $(T,X)$ that admits a Markov partition $\mathcal{M}$ (e.g., an Anosov map), and consider the corresponding 0-1 transition matrix $A$. It is commonplace to study information ...

**0**

votes

**2**answers

608 views

### Computational Topology Paper

Hi
I am delving into the field of Computational Topology.
I am aware of the books in this field, but
could anybody tell me a nice relevant paper in this field which
tackles a "typical" ...