Fundamental Limits of 1-bit ISAC Systems: Capacity Region and Optimal Power Control

📅 2026-04-14
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🤖 AI Summary
This study investigates the fundamental trade-off between communication and sensing performance in integrated sensing and communication (ISAC) systems under 1-bit quantization over Gaussian fading channels. Employing information-theoretic tools, the work characterizes the capacity region when channel state information is available at the receiver, revealing that no performance compromise is necessary between communication and sensing under 1-bit quantization. It further demonstrates that rotationally symmetric constant-modulus input distributions simultaneously achieve both communication and sensing capacities. When channel state information is also available at the transmitter, the paper proposes an optimal power control strategy that adaptively adjusts according to sensing priority; the solution continuously transitions from water-filling to uniform power allocation, offering practical design insights for real-world ISAC systems.

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📝 Abstract
This paper investigates the fundamental limits of integrated sensing and communication (ISAC) systems with 1-bit receiver quantization. We analyze a Gaussian fading ISAC channel with separate communication and monostatic sensing links, where both communication and sensing receivers are equipped with 1-bit quantizers. When the communication channel state information (CSI) is available at the receiver, we characterize the communication-sensing capacity region of 1-bit ISAC channel and show that no trade-off exists between communication and sensing performance. In particular, both communication and sensing capacities can be simultaneously achieved by a constant-amplitude input distribution with a specific rotational symmetry. For the scenario where communication CSI is also available at the transmitter, we formulate a weighted optimization problem that balances communication and sensing rates in 1-bit ISAC channel under an average power constraint and then derive the corresponding optimal power control policy. The results demonstrate how the optimal power control policy evolves with the weighting parameter, transitioning from a communication-centric water-filling structure to a more uniform allocation as sensing becomes increasingly prioritized.
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Research questions and friction points this paper is trying to address.

1-bit quantization
ISAC
capacity region
power control
fundamental limits
Innovation

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

1-bit quantization
ISAC
capacity region
optimal power control
rotational symmetry
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