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Graph-based multi-user scheduling for indoor cooperative visible light transmission.
Optics Express
|June 19, 2020
Summary
This study introduces graph theory for visible light communication (VLC) scheduling to reduce interference. The proposed framework enhances signal-to-interference-plus-noise ratio (SINR) and spectral efficiency in dense indoor environments.
Area of Science:
- Wireless communication
- Optical networking
- Signal processing
Background:
- Indoor visible light communication (VLC) offers a promising alternative to radio frequency spectrum limitations.
- Dense light-emitting diode (LED) deployment in VLC systems leads to significant inter-channel interference (ICI).
- ICI negatively impacts signal-to-interference-plus-noise ratio (SINR) and spectral efficiency, hindering system performance.
Purpose of the Study:
- To develop an efficient multi-user scheduling framework for indoor VLC systems.
- To mitigate inter-channel interference (ICI) through interference coordination and cooperative transmission.
- To enhance spectral efficiency and user fairness in VLC networks.
Main Methods:
- Investigated a multi-user scheduling framework based on graph theory, incorporating interference coordination and cooperative transmission.
- Introduced cell-centric (CC) and user-centric (UC) clustering for cooperative transmission.
- Formulated and solved scheduling problems using linear programming, greedy algorithms, and bipartite graph theory.
Main Results:
- The proposed graph-based scheduling achieved up to a 7.7 dB gain in SINR compared to non-cooperative transmission.
- Bipartite graph scheduling demonstrated high spectral efficiency and a strong service fairness index.
- The greedy algorithm showed robustness to receiver rotation and occlusion, with a minor SINR penalty.
Conclusions:
- Graph-based scheduling effectively mitigates ICI in indoor VLC systems.
- The proposed framework enhances SINR, spectral efficiency, and user fairness.
- The approach is robust to various environmental factors like occlusion and receiver rotation.

