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Guaranteed Globally Optimal Planar Pose Graph and Landmark SLAM via
  Sparse-Bounded Sums-of-Squares Programming

Guaranteed Globally Optimal Planar Pose Graph and Landmark SLAM via Sparse-Bounded Sums-of-Squares Programming

20 September 2018
Joshua G. Mangelson
Jinsun Liu
Ryan Eustice
Ram Vasudevan
ArXivPDFHTML

Papers citing "Guaranteed Globally Optimal Planar Pose Graph and Landmark SLAM via Sparse-Bounded Sums-of-Squares Programming"

8 / 8 papers shown
Title
Incremental cycle bases for cycle-based pose graph optimization
Incremental cycle bases for cycle-based pose graph optimization
B. Forsgren
Kevin Brink
Prashant Ganesh
T. McLain
3DH
15
3
0
15 Sep 2022
Parabolic Relaxation for Quadratically-constrained Quadratic Programming
  -- Part I: Definitions & Basic Properties
Parabolic Relaxation for Quadratically-constrained Quadratic Programming -- Part I: Definitions & Basic Properties
Ramtin Madani
Mersedeh Ashraphijuo
Mohsen Kheirandishfard
Alper Atamtürk
23
1
0
07 Aug 2022
RL-PGO: Reinforcement Learning-based Planar Pose-Graph Optimization
RL-PGO: Reinforcement Learning-based Planar Pose-Graph Optimization
Nikolaos Kourtzanidis
Sajad Saeedi
37
2
0
26 Feb 2022
Advances in Inference and Representation for Simultaneous Localization
  and Mapping
Advances in Inference and Representation for Simultaneous Localization and Mapping
David M. Rosen
Kevin Doherty
A. Espinoza
J. Leonard
37
64
0
08 Mar 2021
CPL-SLAM: Efficient and Certifiably Correct Planar Graph-Based SLAM
  Using the Complex Number Representation
CPL-SLAM: Efficient and Certifiably Correct Planar Graph-Based SLAM Using the Complex Number Representation
Taosha Fan
Hanlin Wang
Michael Rubenstein
Todd D. Murphey
10
23
0
25 Jun 2020
In Perfect Shape: Certifiably Optimal 3D Shape Reconstruction from 2D
  Landmarks
In Perfect Shape: Certifiably Optimal 3D Shape Reconstruction from 2D Landmarks
Heng Yang
Luca Carlone
3DV
13
36
0
27 Nov 2019
Analysis of minima for geodesic and chordal cost for a minimal 2D
  pose-graph SLAM problem
Analysis of minima for geodesic and chordal cost for a minimal 2D pose-graph SLAM problem
Felix H. Kong
Jiaheng Zhao
Liang Zhao
Shoudong Huang
8
1
0
13 Nov 2019
Graduated Non-Convexity for Robust Spatial Perception: From Non-Minimal
  Solvers to Global Outlier Rejection
Graduated Non-Convexity for Robust Spatial Perception: From Non-Minimal Solvers to Global Outlier Rejection
Heng Yang
Pasquale Antonante
Vasileios Tzoumas
Luca Carlone
178
225
0
18 Sep 2019
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