Research Article
Playing Radio Resource Management Games in Dense Wireless 5G Networks
Table 1
Comparison of strategies.
| | Strategy name | ID | Payoff definition | Information exchanged |
| 1 | Nash equilibrium | NE | Cell rate achieved by base station: see (6) | None | 2 | Correlated equilibrium | | It is as for NE, but the cost of rate reduction observed by other players is considered; see (9) | Channel information or payoff table | 3 | CE reduced | | As for number 2, but reduced backhaul traffic, only the chosen payoff is updated | Payoff value for selected strategy | 4 | Satisfaction equilibrium binary | | Wastage of redundantly assigned resources is minimized; satisfaction correspondence is calculated as (20) | None | 5 | Satisfaction equilibrium sigmoid | | It is as for 4, but satisfaction correspondence is calculated as (21) | Satisfaction table | 6 | Energy efficiency | | Selected strategies have been modified to include energy efficiency in the payoff definition as in (24) in Section 3.3 | As in 2–5 | 7 | Quantization | | 16-level quantization of the information exchanged among players is applied, Section 3.4 | As in 2–5, but with reduced binary representation to 4 bits | 8 | Energy efficiency and quantization | | Mixed strategies utilize energy efficiency increasing payoff definition and quantization, Section 3.5 | As in 7 |
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