
Reconstructing Curves from Points and Tangents
Reconstructing a finite set of curves from an unordered set of sample points is a well studied topic. There has been less effort that considers how much better the reconstruction can be if tangential information is given as well. We show that if curv




![Reflection matrices for the U_{q}[osp(r 2m)^{(1)}] vertex model](/images/papers/0809.0421/cover.png)







































