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: Shai Avidan, Amir Valizadeh, Rui Yu, Pascal Fua, Jiashu Zhang, Mubarak Shah, Richard Lengagne, Xiaoqiang Zhang, Eino-Ville Talvala, Tao Yang, Neel Joshi, Xiaomin Tong, Richard Szeliski, Emilio R. Antúnez
- Research collaborations between these authors: Shai Avidan and Rui Yu, Shai Avidan and Tao Yang, Shai Avidan and Richard Szeliski, Shai Avidan and Mubarak Shah, Shai Avidan and Xiaomin Tong, Shai Avidan and Xiaoqiang Zhang, Amir Valizadeh and Xiaoqiang Zhang, Rui Yu and Tao Yang, Rui Yu and Richard Szeliski, Rui Yu and Pascal Fua, Rui Yu and Neel Joshi, Rui Yu and Xiaoqiang Zhang, Rui Yu and Emilio R. Antúnez, Rui Yu and Eino-Ville Talvala, Pascal Fua and Tao Yang, Pascal Fua and Richard Szeliski, Pascal Fua and Mubarak Shah, Pascal Fua and Richard Lengagne, Pascal Fua and Xiaomin Tong, Pascal Fua and Xiaoqiang Zhang, Jiashu Zhang and Xiaoqiang Zhang, Mubarak Shah and Tao Yang, Mubarak Shah and Richard Szeliski, Mubarak Shah and Xiaomin Tong, Mubarak Shah and Xiaoqiang Zhang, Richard Lengagne and Tao Yang, Richard Lengagne and Xiaomin Tong, Richard Lengagne and Xiaoqiang Zhang, Xiaoqiang Zhang and Tao Yang, Xiaoqiang Zhang and Richard Szeliski, Xiaoqiang Zhang and Xiaomin Tong, Xiaoqiang Zhang and Neel Joshi, Xiaoqiang Zhang and Emilio R. Antúnez, Xiaoqiang Zhang and Eino-Ville Talvala, Eino-Ville Talvala and Tao Yang, Eino-Ville Talvala and Xiaomin Tong, Eino-Ville Talvala and Richard Szeliski, Tao Yang and Richard Szeliski, Tao Yang and Xiaomin Tong, Tao Yang and Neel Joshi, Tao Yang and Emilio R. Antúnez, Neel Joshi and Richard Szeliski, Neel Joshi and Xiaomin Tong, Xiaomin Tong and Richard Szeliski, Xiaomin Tong and Emilio R. Antúnez.
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": "Shai Avidan", "id": 97281}, {"name": "Amir Valizadeh", "id": 507461}, {"name": "Rui Yu", "id": 13512}, {"name": "Pascal Fua", "id": 41577}, {"name": "Jiashu Zhang", "id": 43917}, {"name": "Richard Lengagne", "id": 772046}, {"name": "Xiaoqiang Zhang", "id": 175156}, {"name": "Eino-Ville Talvala", "id": 645557}, {"name": "Tao Yang", "id": 22582}, {"name": "Emilio R. Ant\u00fanez", "id": 609310}, {"name": "Neel Joshi", "id": 159480}, {"name": "Xiaomin Tong", "id": 100411}, {"name": "Richard Szeliski", "id": 26525}, {"name": "Mubarak Shah", "id": 31454}], "links": [{"source": 97281, "target": 13512}, {"source": 97281, "target": 22582}, {"source": 97281, "target": 26525}, {"source": 97281, "target": 31454}, {"source": 97281, "target": 100411}, {"source": 97281, "target": 175156}, {"source": 507461, "target": 175156}, {"source": 13512, "target": 22582}, {"source": 13512, "target": 26525}, {"source": 13512, "target": 41577}, {"source": 13512, "target": 159480}, {"source": 13512, "target": 175156}, {"source": 13512, "target": 609310}, {"source": 13512, "target": 645557}, {"source": 41577, "target": 22582}, {"source": 41577, "target": 26525}, {"source": 41577, "target": 31454}, {"source": 41577, "target": 772046}, {"source": 41577, "target": 100411}, {"source": 41577, "target": 175156}, {"source": 43917, "target": 175156}, {"source": 772046, "target": 22582}, {"source": 772046, "target": 100411}, {"source": 772046, "target": 175156}, {"source": 175156, "target": 22582}, {"source": 175156, "target": 26525}, {"source": 175156, "target": 31454}, {"source": 175156, "target": 100411}, {"source": 175156, "target": 159480}, {"source": 175156, "target": 609310}, {"source": 175156, "target": 645557}, {"source": 645557, "target": 22582}, {"source": 645557, "target": 100411}, {"source": 645557, "target": 26525}, {"source": 22582, "target": 26525}, {"source": 22582, "target": 31454}, {"source": 22582, "target": 100411}, {"source": 22582, "target": 159480}, {"source": 22582, "target": 609310}, {"source": 609310, "target": 100411}, {"source": 159480, "target": 26525}, {"source": 159480, "target": 100411}, {"source": 100411, "target": 26525}, {"source": 100411, "target": 31454}, {"source": 26525, "target": 31454}]}
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: Shai Avidan, Amir Valizadeh, Rui Yu, Pascal Fua, Jiashu Zhang, Mubarak Shah, Richard Lengagne, Xiaoqiang Zhang, Eino-Ville Talvala, Tao Yang, Neel Joshi, Xiaomin Tong, Richard Szeliski, Emilio R. Antúnez
- Research collaborations between these authors: Shai Avidan and Rui Yu, Shai Avidan and Tao Yang, Shai Avidan and Richard Szeliski, Shai Avidan and Mubarak Shah, Shai Avidan and Xiaomin Tong, Shai Avidan and Xiaoqiang Zhang, Amir Valizadeh and Xiaoqiang Zhang, Rui Yu and Tao Yang, Rui Yu and Richard Szeliski, Rui Yu and Pascal Fua, Rui Yu and Neel Joshi, Rui Yu and Xiaoqiang Zhang, Rui Yu and Emilio R. Antúnez, Rui Yu and Eino-Ville Talvala, Pascal Fua and Tao Yang, Pascal Fua and Richard Szeliski, Pascal Fua and Mubarak Shah, Pascal Fua and Richard Lengagne, Pascal Fua and Xiaomin Tong, Pascal Fua and Xiaoqiang Zhang, Jiashu Zhang and Xiaoqiang Zhang, Mubarak Shah and Tao Yang, Mubarak Shah and Richard Szeliski, Mubarak Shah and Xiaomin Tong, Mubarak Shah and Xiaoqiang Zhang, Richard Lengagne and Tao Yang, Richard Lengagne and Xiaomin Tong, Richard Lengagne and Xiaoqiang Zhang, Xiaoqiang Zhang and Tao Yang, Xiaoqiang Zhang and Richard Szeliski, Xiaoqiang Zhang and Xiaomin Tong, Xiaoqiang Zhang and Neel Joshi, Xiaoqiang Zhang and Emilio R. Antúnez, Xiaoqiang Zhang and Eino-Ville Talvala, Eino-Ville Talvala and Tao Yang, Eino-Ville Talvala and Xiaomin Tong, Eino-Ville Talvala and Richard Szeliski, Tao Yang and Richard Szeliski, Tao Yang and Xiaomin Tong, Tao Yang and Neel Joshi, Tao Yang and Emilio R. Antúnez, Neel Joshi and Richard Szeliski, Neel Joshi and Xiaomin Tong, Xiaomin Tong and Richard Szeliski, Xiaomin Tong and Emilio R. Antúnez.
Identify the clique with the maximum number of authors in this network. Present your answer in the following format: [AuthorA, AuthorB, AuthorC, AuthorD, ...].
test