Stochastic Geometry Analysis of Uplink CUMA-Enabled Cellular Networks

Fuente: arXiv
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Autores principales: Rao, Chenguang, Wong, Kai-Kit, Zhu, Xusheng, Hong, Hanjiang, Chae, Chan-Byoung, Murch, Ross
Formato: Preprint
Publicado: 2026
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author Rao, Chenguang
Wong, Kai-Kit
Zhu, Xusheng
Hong, Hanjiang
Chae, Chan-Byoung
Murch, Ross
author_facet Rao, Chenguang
Wong, Kai-Kit
Zhu, Xusheng
Hong, Hanjiang
Chae, Chan-Byoung
Murch, Ross
contents Uplink cellular networks are interference-dominated but interference channel state information (CSI) is rarely available at scale. The emerging fluid antenna system (FAS) concept, which provides additional spatial degrees of freedom through multi-port reconfiguration, offers a promising alternative to CSI-intensive multi-antenna processing. Building on this concept, compact ultra-massive arrays (CUMA) exploit large-scale port selection with low implementation complexity. In each uplink transmission, CUMA activates a subset of ports based on only the desired-link CSI and combines the selected ports via simple superposition, yielding coherent enhancement of the desired user signal, while inter-cell interference aggregates largely non-coherently due to the random superposition effect. Consequently, CUMA is well suited to multi-cell uplink scenarios where CSI is limited. In this paper, we analyze uplink CUMA in multi-cell cellular networks using a stochastic geometry framework. We derive a tight approximate expression for the signal-to-interference ratio (SIR) coverage probability, and further characterize the average user rate and cell sum-rate. The analysis quantifies how key design parameters impact performance and reveals the scaling behavior with network densification. Simulation results validate the accuracy of the derived expressions and show that uplink CUMA achieves competitive, and often superior, performance relative to conventional schemes under practical CSI constraints, highlighting its potential as a low-complexity, hardware-efficient uplink solution for future large-scale cellular networks.
format Preprint
id arxiv_https___arxiv_org_abs_2605_23366
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Stochastic Geometry Analysis of Uplink CUMA-Enabled Cellular Networks
Rao, Chenguang
Wong, Kai-Kit
Zhu, Xusheng
Hong, Hanjiang
Chae, Chan-Byoung
Murch, Ross
Signal Processing
Uplink cellular networks are interference-dominated but interference channel state information (CSI) is rarely available at scale. The emerging fluid antenna system (FAS) concept, which provides additional spatial degrees of freedom through multi-port reconfiguration, offers a promising alternative to CSI-intensive multi-antenna processing. Building on this concept, compact ultra-massive arrays (CUMA) exploit large-scale port selection with low implementation complexity. In each uplink transmission, CUMA activates a subset of ports based on only the desired-link CSI and combines the selected ports via simple superposition, yielding coherent enhancement of the desired user signal, while inter-cell interference aggregates largely non-coherently due to the random superposition effect. Consequently, CUMA is well suited to multi-cell uplink scenarios where CSI is limited. In this paper, we analyze uplink CUMA in multi-cell cellular networks using a stochastic geometry framework. We derive a tight approximate expression for the signal-to-interference ratio (SIR) coverage probability, and further characterize the average user rate and cell sum-rate. The analysis quantifies how key design parameters impact performance and reveals the scaling behavior with network densification. Simulation results validate the accuracy of the derived expressions and show that uplink CUMA achieves competitive, and often superior, performance relative to conventional schemes under practical CSI constraints, highlighting its potential as a low-complexity, hardware-efficient uplink solution for future large-scale cellular networks.
title Stochastic Geometry Analysis of Uplink CUMA-Enabled Cellular Networks
topic Signal Processing
url https://arxiv.org/abs/2605.23366