This letter offers the first characterization of the stability for full-duplex (FD) large size networks. Through stochastic geometry tools, key performance metrics such as delay and maximum stable arrival rate are derived for the nonsaturated system and compared with a half-duplex counterpart, also accounting for imperfect self-interference cancellation. This analysis better identifies that the FD advantage is prominent for sparse networks, whereas in dense topologies, residual self-interference may hinder achievable gains.

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halfduplex counterpart gains performance metrics stochastic geometry maximum stable arrival rate delay sparse networks fullduplex fd large size networks dense topologies residual selfinterference nonsaturated system imperfect selfinterference

nen,Andrea Munari,hö, Petri Mä, Marina Petrova, Francesco Rossetto,.On the Stability of a Full-Duplex Aloha Network. 20 (12),2398-2401.

nen, et al."On the Stability of a Full-Duplex Aloha Network" 20

nen,Andrea Munari,hö, Petri Mä, Marina Petrova, Francesco Rossetto,"On the Stability of a Full-Duplex Aloha Network"