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Analysis of Channel Uncertainty in Trusted Wireless Services via Repeated Interactions

Bingwen Chen, Xintong Ling, Weihang Cao, Jiaheng Wang, Zhi Ding

TL;DR

The paper tackles trust-building for secure wireless services in open 6G by modeling SP-client interactions as a repeated game under channel fading. It derives cooperation conditions that couple objective channel quality $d$ with subjective cooperation willingness $w$, and shows how to optimize system parameters $(p,\tau)$ to sustain long-term cooperation even in adverse channels. A key contribution is the cooperation-area framework, which quantifies robustness by partitioning the $d$–$w$ plane into cases and demonstrating that balanced trust (Case IV) yields the largest region of feasible cooperation. The work also reveals explicit trade-offs among transmission efficiency, service integrity, and cooperation margin, and validates results with fading-channel simulations. The proposed joint optimization and cooperation-region notions provide practical design guidance for perimeterless, zero-trust wireless services in next-generation networks.

Abstract

The coexistence of heterogeneous sub-networks in 6G poses new security and trust concerns and thus calls for a perimeterless-security model. Blockchain radio access network (B-RAN) provides a trust-building approach via repeated interactions rather than relying on pre-established trust or central authentication. Such a trust-building process naturally supports dynamic trusted services across various service providers (SP) without the need for perimeter-based authentications; however, it remains vulnerable to environmental and system unreliability such as wireless channel uncertainty. In this study, we investigate channel unreliability in the trust-building framework based on repeated interactions for secure wireless services. We derive specific requirements for achieving cooperation between SPs and clients via a repeated game model and illustrate the implications of channel unreliability on sustaining trusted wireless services. We consider the framework design and optimization to guarantee SP-client cooperation, given the worst channel condition and/or the least cooperation willingness. Furthermore, we explore the maximum cooperation area to enhance service resilience and reveal the trade-off relationship between transmission efficiency, security integrity, and cooperative margin. Finally, we present simulations to demonstrate the system performance over fading channels and verify our results.

Analysis of Channel Uncertainty in Trusted Wireless Services via Repeated Interactions

TL;DR

The paper tackles trust-building for secure wireless services in open 6G by modeling SP-client interactions as a repeated game under channel fading. It derives cooperation conditions that couple objective channel quality with subjective cooperation willingness , and shows how to optimize system parameters to sustain long-term cooperation even in adverse channels. A key contribution is the cooperation-area framework, which quantifies robustness by partitioning the plane into cases and demonstrating that balanced trust (Case IV) yields the largest region of feasible cooperation. The work also reveals explicit trade-offs among transmission efficiency, service integrity, and cooperation margin, and validates results with fading-channel simulations. The proposed joint optimization and cooperation-region notions provide practical design guidance for perimeterless, zero-trust wireless services in next-generation networks.

Abstract

The coexistence of heterogeneous sub-networks in 6G poses new security and trust concerns and thus calls for a perimeterless-security model. Blockchain radio access network (B-RAN) provides a trust-building approach via repeated interactions rather than relying on pre-established trust or central authentication. Such a trust-building process naturally supports dynamic trusted services across various service providers (SP) without the need for perimeter-based authentications; however, it remains vulnerable to environmental and system unreliability such as wireless channel uncertainty. In this study, we investigate channel unreliability in the trust-building framework based on repeated interactions for secure wireless services. We derive specific requirements for achieving cooperation between SPs and clients via a repeated game model and illustrate the implications of channel unreliability on sustaining trusted wireless services. We consider the framework design and optimization to guarantee SP-client cooperation, given the worst channel condition and/or the least cooperation willingness. Furthermore, we explore the maximum cooperation area to enhance service resilience and reveal the trade-off relationship between transmission efficiency, security integrity, and cooperative margin. Finally, we present simulations to demonstrate the system performance over fading channels and verify our results.
Paper Structure (27 sections, 11 theorems, 53 equations, 11 figures, 1 table)

This paper contains 27 sections, 11 theorems, 53 equations, 11 figures, 1 table.

Key Result

Theorem 1

The cooperation conditions are given by:

Figures (11)

  • Figure 1: Workflow of trusted wireless access services via repeated interactions.
  • Figure 2: Game tree for a stage game in repeated interactions.
  • Figure 3: Minimum requirement on the cooperation willingness $w$, with $\Gamma\left(d\right)=\Gamma\left(0\right)\exp\left(-\varphi d\right)$ and $\varphi=2$, for $d^{\text{max}}=0.15$.
  • Figure 4: Minimum requirement on the channel outage probability $d$, with $\Gamma\left(d\right)=\Gamma\left(0\right)\exp\left(-\varphi d\right)$ and $\varphi=2$, for $w^{\text{min}}=0.8$.
  • Figure 5: Joint optimization for channel outage probability $d$ and cooperation willingness $w$, with $\Gamma\left(d\right)=\Gamma\left(0\right)\exp\left(-\varphi d\right)$ and $\varphi=2$ for $d^{\text{max}}=0.25$ and $w^{\text{min}}=0.5$.
  • ...and 6 more figures

Theorems & Definitions (23)

  • Definition 1
  • Theorem 1
  • proof
  • Corollary 1
  • proof
  • Corollary 2
  • proof
  • Corollary 3
  • proof
  • Corollary 4
  • ...and 13 more