Research >> Combinatorial surface reconstruction

 

Combinatorial surface reconstruction

 

Surface reconstruction is, by now, a classic problem in computational
geometry. However, all existing algorithms require the surface to
be embedded in R^3. We propose an incremental algorithm which
allows the surface to be of arbitrary codimension. This development allows
for the reconstruction of the class of non-orientable surfaces.

 

Faculty: Daniel Freedman

 

 

Publication:

D. Freedman. An incremental algorithm for reconstruction of surfaces
of arbitrary codimension. Accepted to Computational Geometry: Theory and Applications.

 

Home | People | Research | Publications | Contact | News/Events | Download | Links