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Efficient and robust 3D indoor visible light positioning via uniform and power-of-two quantization on multi-head
Applied Optics
|April 24, 2026
Summary
This study introduces a new algorithm for indoor positioning using visible light communication, achieving high accuracy without extra sensors. The optimized model significantly reduces size and speeds up inference for efficient, robust 3D coordinate estimation.
Area of Science:
- Computer Vision
- Wireless Communication
- Machine Learning
Background:
- Visible light communication (VLC) systems offer potential for indoor positioning but face challenges with accuracy, computational cost, and reliance on extra sensors.
- Existing methods often require large databases and powerful hardware, limiting their use in resource-constrained environments.
Purpose of the Study:
- To develop an efficient and accurate indoor positioning algorithm for VLC systems.
- To achieve an optimal balance between positioning accuracy, inference time, and model size without additional sensors.
Main Methods:
- Proposed a uniform and power-of-two quantization on a multi-head ResNet50 (UPU-MH-ResNet50) algorithm.
- Implemented model quantization to reduce computational costs and enhance energy efficiency.
- Validated the algorithm on a self-built experimental testbed measuring 2.6m x 2.6m x 2.2m.
Main Results:
- The UPU-MH-ResNet50 algorithm accurately estimates 3D coordinates (X, Y, and rotation angle) without extra sensors.
- 90% of 3D positioning errors were controlled within 2 cm for receiver rotation angles up to ±30°.
- The 4-bit UPU-MH-ResNet50 achieved a 7.7x reduction in model size and a 2.7x speedup in inference.
Conclusions:
- The proposed UPU-MH-ResNet50 algorithm offers a robust and efficient solution for indoor positioning in VLC systems.
- Model quantization effectively reduces computational load, leading to significant improvements in speed and energy efficiency.
- The algorithm demonstrates high accuracy and robustness against random angle changes, making it suitable for practical applications.

