You are a helpful assistant. The assistant first thinks about the reasoning process in the mind and then provides the user with the answer. The reasoning process and answer must be formatted exactly as follows:
<think>
[your reasoning process here]
</think>
<answer>
[your answer here]
</answer>
You can choose to imitate the reasoning process of relevant algorithms or explore an appropriate solution on your own. DO NOT use code, and remember to focus on the logical flow.
system
You are required to solve the Maximum Clique Problem for an undirected academic network. In this network, nodes represent authors and edges represent research collaborations. Your objective is to find the largest subset of nodes such that every pair of vertices in this subset is connected by an edge.

**Problem to Solve**

- Authors in the network: Yuzhou Li, Raymond W. Yeung, Ping Wang, Sima Hajmohammad, Yan Chen, Xin Zhang, Keliang Zhou, Geoffrey Ye Li, Xiangyun Zhou, Lukai Xu, Guanding Yu, Guowang Miao, Daesik Hong, Elza Erkip
- Research collaborations between these authors: Yuzhou Li and Yan Chen, Yuzhou Li and Guanding Yu, Yuzhou Li and Geoffrey Ye Li, Raymond W. Yeung and Xin Zhang, Ping Wang and Elza Erkip, Ping Wang and Daesik Hong, Ping Wang and Xiangyun Zhou, Ping Wang and Yan Chen, Ping Wang and Guanding Yu, Ping Wang and Geoffrey Ye Li, Sima Hajmohammad and Guanding Yu, Yan Chen and Xin Zhang, Yan Chen and Elza Erkip, Yan Chen and Daesik Hong, Yan Chen and Guanding Yu, Yan Chen and Geoffrey Ye Li, Yan Chen and Guowang Miao, Yan Chen and Lukai Xu, Xin Zhang and Elza Erkip, Xin Zhang and Daesik Hong, Xin Zhang and Guanding Yu, Xin Zhang and Geoffrey Ye Li, Geoffrey Ye Li and Xiangyun Zhou, Geoffrey Ye Li and Lukai Xu, Geoffrey Ye Li and Guanding Yu, Geoffrey Ye Li and Elza Erkip, Geoffrey Ye Li and Daesik Hong, Geoffrey Ye Li and Guowang Miao, Xiangyun Zhou and Elza Erkip, Xiangyun Zhou and Daesik Hong, Xiangyun Zhou and Guanding Yu, Lukai Xu and Guanding Yu, Lukai Xu and Guowang Miao, Guanding Yu and Elza Erkip, Guanding Yu and Daesik Hong, Guanding Yu and Guowang Miao, Daesik Hong and Elza Erkip.
Identify the clique with the maximum number of authors in this network. Present your answer in the following format: [AuthorA, AuthorB, AuthorC, AuthorD, ...].
user
{"directed": false, "multigraph": false, "graph": {}, "nodes": [{"name": "Yuzhou Li", "id": 336769}, {"name": "Ping Wang", "id": 36835}, {"name": "Sima Hajmohammad", "id": 627047}, {"name": "Yan Chen", "id": 40073}, {"name": "Elza Erkip", "id": 82876}, {"name": "Xin Zhang", "id": 20141}, {"name": "Keliang Zhou", "id": 164892}, {"name": "Geoffrey Ye Li", "id": 232661}, {"name": "Xiangyun Zhou", "id": 170709}, {"name": "Lukai Xu", "id": 220759}, {"name": "Guanding Yu", "id": 220760}, {"name": "Guowang Miao", "id": 269206}, {"name": "Daesik Hong", "id": 83994}, {"name": "Raymond W. Yeung", "id": 31420}], "links": [{"source": 336769, "target": 40073}, {"source": 336769, "target": 220760}, {"source": 336769, "target": 232661}, {"source": 36835, "target": 82876}, {"source": 36835, "target": 83994}, {"source": 36835, "target": 170709}, {"source": 36835, "target": 40073}, {"source": 36835, "target": 220760}, {"source": 36835, "target": 232661}, {"source": 627047, "target": 220760}, {"source": 40073, "target": 20141}, {"source": 40073, "target": 82876}, {"source": 40073, "target": 83994}, {"source": 40073, "target": 220760}, {"source": 40073, "target": 232661}, {"source": 40073, "target": 269206}, {"source": 40073, "target": 220759}, {"source": 82876, "target": 20141}, {"source": 82876, "target": 83994}, {"source": 82876, "target": 170709}, {"source": 82876, "target": 220760}, {"source": 82876, "target": 232661}, {"source": 20141, "target": 31420}, {"source": 20141, "target": 83994}, {"source": 20141, "target": 220760}, {"source": 20141, "target": 232661}, {"source": 232661, "target": 170709}, {"source": 232661, "target": 220759}, {"source": 232661, "target": 220760}, {"source": 232661, "target": 83994}, {"source": 232661, "target": 269206}, {"source": 170709, "target": 83994}, {"source": 170709, "target": 220760}, {"source": 220759, "target": 220760}, {"source": 220759, "target": 269206}, {"source": 220760, "target": 83994}, {"source": 220760, "target": 269206}]}
You are required to solve the Maximum Clique Problem for an undirected academic network. In this network, nodes represent authors and edges represent research collaborations. Your objective is to find the largest subset of nodes such that every pair of vertices in this subset is connected by an edge.

**Problem to Solve**

- Authors in the network: Yuzhou Li, Raymond W. Yeung, Ping Wang, Sima Hajmohammad, Yan Chen, Xin Zhang, Keliang Zhou, Geoffrey Ye Li, Xiangyun Zhou, Lukai Xu, Guanding Yu, Guowang Miao, Daesik Hong, Elza Erkip
- Research collaborations between these authors: Yuzhou Li and Yan Chen, Yuzhou Li and Guanding Yu, Yuzhou Li and Geoffrey Ye Li, Raymond W. Yeung and Xin Zhang, Ping Wang and Elza Erkip, Ping Wang and Daesik Hong, Ping Wang and Xiangyun Zhou, Ping Wang and Yan Chen, Ping Wang and Guanding Yu, Ping Wang and Geoffrey Ye Li, Sima Hajmohammad and Guanding Yu, Yan Chen and Xin Zhang, Yan Chen and Elza Erkip, Yan Chen and Daesik Hong, Yan Chen and Guanding Yu, Yan Chen and Geoffrey Ye Li, Yan Chen and Guowang Miao, Yan Chen and Lukai Xu, Xin Zhang and Elza Erkip, Xin Zhang and Daesik Hong, Xin Zhang and Guanding Yu, Xin Zhang and Geoffrey Ye Li, Geoffrey Ye Li and Xiangyun Zhou, Geoffrey Ye Li and Lukai Xu, Geoffrey Ye Li and Guanding Yu, Geoffrey Ye Li and Elza Erkip, Geoffrey Ye Li and Daesik Hong, Geoffrey Ye Li and Guowang Miao, Xiangyun Zhou and Elza Erkip, Xiangyun Zhou and Daesik Hong, Xiangyun Zhou and Guanding Yu, Lukai Xu and Guanding Yu, Lukai Xu and Guowang Miao, Guanding Yu and Elza Erkip, Guanding Yu and Daesik Hong, Guanding Yu and Guowang Miao, Daesik Hong and Elza Erkip.
Identify the clique with the maximum number of authors in this network. Present your answer in the following format: [AuthorA, AuthorB, AuthorC, AuthorD, ...].
test