Due to the self-interference and interuser interference, the problem is coupled between uplink and downlink channels, and can be formulated as joint uplink and downlink sum-rate maximization. As the problem is non-convex, an iterative algorithm is proposed based on game theory by modelling the problem as a noncooperative game between the uplink and downlink channels.

Filename	Size	Update
基于博弈论的全双工系统无线资源分配	0	2016-08-10
基于博弈论的全双工系统无线资源分配\.gitattributes	378	2016-08-10
基于博弈论的全双工系统无线资源分配\.gitignore	649	2016-08-10
基于博弈论的全双工系统无线资源分配\distance.mat	2895	2016-08-10
基于博弈论的全双工系统无线资源分配\finalpower.mat	319	2016-08-10
基于博弈论的全双工系统无线资源分配\fullduplex.m	3025	2016-08-10
基于博弈论的全双工系统无线资源分配\gain.mat	4235	2016-08-10
基于博弈论的全双工系统无线资源分配\halfduplex.m	1224	2016-08-10
基于博弈论的全双工系统无线资源分配\sic.m	635	2016-08-10
基于博弈论的全双工系统无线资源分配\values.m	245	2016-08-10

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