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#

ekf-localization

Here are 58 public repositories matching this topic...

An open source platform for visual-inertial navigation research.

  • UpdatedJan 6, 2025
  • C++

IMU + X(GNSS, 6DoF Odom) Loosely-Coupled Fusion Localization based on ESKF, IEKF, UKF(UKF/SPKF, JUKF, SVD-UKF) and MAP

  • UpdatedMar 28, 2025
  • C++

An in-depth step-by-step tutorial for implementing sensor fusion with robot_localization! 🛰

  • UpdatedMar 15, 2019

Fusing GPS, IMU and Encoder sensors for accurate state estimation.

  • UpdatedOct 6, 2019
  • C++

Accurate 3D Localization for MAV Swarms by UWB and IMU Fusion. ICCA 2018

  • UpdatedNov 23, 2018
  • C++

State Estimation and Localization of an autonomous vehicle based on IMU (high rate), GNSS (GPS) and Lidar data with sensor fusion techniques using the Extended Kalman Filter (EKF).

  • UpdatedJan 1, 2020
  • Python

using hloc for loop closure in OpenVINS

  • UpdatedApr 3, 2025
  • C++

Self-position estimation by eskf by measuring gnss and imu

  • UpdatedNov 22, 2023
  • C++

Interface for OpenVINS with the maplab project

  • UpdatedAug 26, 2023
  • C++

Sensor fusion between IMU, GNSS and Lidar data using an Error State Extended Kalman Filter.

  • UpdatedMar 14, 2021
  • Python

Introducing various sensors to our Gazebo Harmonic simulation

  • UpdatedMar 22, 2025
  • Python

C++ Library for INS-GPS Extended-Kalman-Filter (Error State Version)

  • UpdatedSep 29, 2018
  • C++

Secondary posegraph adapted for interfacing with OpenVINS, based on VINS-Mono / VINS-Fusion.

  • UpdatedJul 6, 2020
  • C++

An extended Kalman Filter implementation in Python for fusing lidar and radar sensor measurements

  • UpdatedAug 20, 2018
  • Jupyter Notebook
ELiMaLoc

EKF-based LiDAR-Inertial Map matching Localization

  • UpdatedJan 30, 2025
  • C++
Pose-Estimation-EKF

3D Pose Estimation of the Planar Robot Using Extended Kalman Filter

  • UpdatedJul 8, 2022
  • Python

This code is associated with the paper submitted to Encyclopedia of EEE titled: Robot localization: An Introduction

  • UpdatedApr 20, 2016
  • MATLAB

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