MATLAB implementation of "BPM: Blended Piecewise Moebius Maps" by Shir Rorberg, Amir Vaxman and Mirela Ben-Chen.
If you have any questions or issues running the code, please open an issue or contact [email protected]
- Clone this repository:
https://github.com/shirrorbe/BPM.git- Run the
runme.mscript in MATLAB
- meshname.obj - The input mesh with texture coordinates
- meshname_Mz.off/png - the input source Discrete mesh parameterization
- meshname_Mw.off/png - the input target Discrete mesh parameterization
- meshname_Mw_BPM_out - BPM interpolation of the discrete param of the mesh
- meshname_Mz_linear_out, meshname_Mw_linear_out - linear interpolation of the discrete param of the mesh
- meshname_Mz_proj_out, meshname_Mw_proj_out - projective interpolation of the discrete param of the mesh
- texture.png - the input texture
- meshname_Mz2Mw_Mz_QCerr - Quasi-conformal error on top of the spurce mesh
- meshname_Mz2Mw_Mw_QCerr - Quasi-conformal error on top of the target mesh
- colorbar.png - the colorbar for the QC error
Our project was built using the following open source projects:
Simulation of the BPM parameterization on 4 triangles visualized by a subdivision. Flipped triangles are colored in red.
- Run the
runme_4TriaglesSimulation.mscript in MATLAB - To move a point, left click on it and move the cursor. In the right point location press the right bottom.
- This is a MATLAB implementation and requires MATLAB 2019a or newer
If you find this code useful, please cite our paper:
@article {10.1111:cgf.14914,
journal = {Computer Graphics Forum},
title = {{BPM: Blended Piecewise Möbius Maps}},
author = {Rorberg, Shir and Vaxman, Amir and Ben-Chen, Mirela},
year = {2023},
publisher = {The Eurographics Association and John Wiley & Sons Ltd.},
ISSN = {1467-8659},
DOI = {10.1111/cgf.14914}
}