Covering-radius and Collinearity- Minimizing Pilots for Channel Estimation in TDD Systems

📅 2026-04-07
📈 Citations: 0
Influential: 0
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🤖 AI Summary
This work addresses the challenge of channel estimation in TDD systems under contiguous subband and fairness constraints by proposing a geometry-aware joint time–frequency pilot design. Operating within a sliding-window latest-slot recovery framework, the method uniquely integrates minimum coverage radius minimization with collinearity control to simultaneously ensure geometric coverage in the delay–Doppler domain and pilot signal independence. A symmetry-avoidance strategy is further introduced to refine the pilot structure. Leveraging mixed-integer programming and sparse channel modeling, the proposed MCC pilot pattern substantially enhances both proxy geometric metrics and latest-slot channel reconstruction performance, while remaining compatible with practical TDD resource allocation requirements.
📝 Abstract
This letter studies pilot design for orthogonal frequency-division multiplexing-based time-division duplex (TDD) systems under a sliding-window latest-slot recovery framework that jointly exploits delay--Doppler sparsity across recent slots. Under contiguous-subband and fairness constraints, this viewpoint naturally leads to a geometry-aware time--frequency joint pilot assignment. We show that effective patterns should balance grid coverage and redundant-collinearity suppression, with an additional symmetry-avoidance refinement when complete collinearity elimination is infeasible. Based on these principles, we formulate a mixed-integer construction method compatible with practical TDD allocation. Numerical results show that minimum-coverage-radius and collinearity-control (MCC) pattern improves both surrogate geometry metrics and latest-slot recovery performance.
Problem

Research questions and friction points this paper is trying to address.

pilot design
TDD systems
covering radius
collinearity minimization
channel estimation
Innovation

Methods, ideas, or system contributions that make the work stand out.

covering-radius minimization
collinearity suppression
TDD channel estimation
delay-Doppler sparsity
geometry-aware pilot design
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