Bandwidth barter is an effective way of satisfying throughput requirements in wireless networks; we could expect a station (STA) allows another STA to borrow its bandwidth as long as it is also beneficial for the STA. Our previous work proved bandwidth barter between two STAs is optimized based on Nash bargaining solution (NBS), which brings the Pareto efficiency and the proportional fairness in the bartering game. However, it still remains an open issue how to solve the bartering game when the number of STAs is N (N > 2), which is discussed in this paper. I. INTRODU CTION Bandwidth barter is an effective way of satisfying through put requirements in wireless networks; we could expect a station (STA) allows another STA to borrow its bandwidth as long as it is also beneficial for the STA [1]-[4] (Fig. 1.) The issue in the bandwidth barter is how to ensure the incentive of cooperation and the fairness for STAs. In our previous work, we design a mechanism that ensures the incentive and the fairness between two STAs based on Nash bargaining solution (NBS), which is well known as the solution bringing the Pareto efficiency and the proportional fairness in the bartering game. However, it still remains an open issue how to solve the bartering game when the number of STAs is N (N > 2).Unfortunately, the complexity of Nash bargaining prohibitively increases as the number of users increase. In this paper, we propose a brokering algorithm as a heuristic solution for the N-node bandwidth barter and observe how it works in tenus of incentive and fairness.