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Ryan C. DuToit

5 accepted papers

2025

PC-SRIF: Preconditioned Cholesky-based Square Root Information Filter for Vision-aided Inertial Navigation

IROS 2025

In this paper, we introduce a novel estimator for vision-aided inertial navigation systems (VINS), the Preconditioned Cholesky-based Square Root Information Filter (PC-SRIF). When solving linear systems, employing Cholesky decomposition offers superior efficiency but can compromise numerical stabili

Cited by 2SourceScholar
2022

Learned Monocular Depth Priors in Visual-Inertial Initialization

ECCV 2022poster

"Visual-inertial odometry (VIO) is the pose estimation backbone for most AR/VR and autonomous robotic systems today, in both academia and industry. However, these systems are highly sensitive to the initialization of key parameters such as sensor biases, gravity direction, and metric scale. In pract…

2019

Decentralized Visual-Inertial Localization and Mapping on Mobile Devices for Augmented Reality

IROS 2019poster

In this paper, we present a novel approach to shared augmented reality (AR) for mobile devices operating in the same area that does not rely on cloud computing. In particular, each user's device processes the visual and inertial data received from its sensors and almost immediately broadcasts a part…

Cited by 13SourceScholar
2017

Consistent map-based 3D localization on mobile devices

ICRA 2017poster

In this paper, we seek to provide consistent, real-time 3D localization capabilities to mobile devices navigating within previously mapped areas. To this end, we introduce the Cholesky-Schmidt-Kalman filter (C-SKF), which explicitly considers the uncertainty of the prior map, by employing the sparse…

Cited by 37SourceScholar
2016

Large-scale cooperative 3D visual-inertial mapping in a Manhattan world

ICRA 2016

In this paper, we address the problem of cooperative mapping (CM) using datasets collected by multiple users at different times, when the transformation between the users' starting poses is unknown. Specifically, we formulate CM as a constrained optimization problem, where each user's independently

Cited by 25SourceScholar