This is the official implementation of our ECCV 2024 paper, "GlobalPointer: Large-Scale Plane Adjustment with Bi-Convex Relaxation". For more details, please visit our project page.
A globally optimal and efficient large-scale plane adjustment, using alternating minimization and convex relaxation techniques.
- MATLAB r2023a
- YALMIP Version R20230622
- MOSEK Version 10.1.11
-
Find our main MATLAB script in main/sythetic_main.mlx and replace the following code.
-
Replace
PATH_TO_YALMIP
andPATH_TO_MOSEK
with the paths to your own YALMIP and MOSEK solvers, respectively. -
Replace
PATH_TO_PROJECT
with the path to your project root.
% ---------------------- TODO ----------------------
addpath(genpath("PATH_TO_YALMIP\YALMIP-master"))
addpath(genpath("PATH_TO_MOSEK\Mosek\10.1\toolbox\r2017a"))
root_path = "PATH_TO_PROJECT\GlobalPointer\";
addpath(genpath(root_path))
% ---------------------- TODO END ----------------------
We provide three full experiment setups:
- Increasing point cloud noise
- Increasing pose initialization noise
- Increasing the number of poses and planes
% ---------------------- Experiment Selection Setup ----------------------
% please select your experiment setup
param.increasing_point_noise = false;
param.increasing_pose_noise = false;
param.increasing_scale = true;
% ---------------------- Experiment Selection Setup END ----------------------
These are example results after running the above code. As shown in these figures, we test our method against the classical nonlinear least-squares method, the classical plane adjustment method, and their decoupled variants.
If you find our work useful in your research, please consider citing:
@inproceedings{Liao2024GlobalPointer,
author = {Bangyan Liao and Zhenjun Zhao and Lu Chen and Haoang Li and Daniel Cremers and Peidong Liu},
title = {GlobalPointer: Large-Scale Plane Adjustment with Bi-Convex Relaxation},
booktitle = {European Conference on Computer Vision (ECCV)},
year = 2024,
keywords = {Plane Adjustment, Semidefinite Programming (SDP), Convex Relaxation}
}