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: Daphne Koller, Yulia Tsvetkov, Chris Callison-Burch, Alex Waibel, Patrick Nguyen, Ming Zhou, David M. Blei, Ilya Sutskever, Brendan O'Connor, Tomas Mikolov, Kevin Gimpel, Ting Liu, Koray Kavukcuoglu, Daniel N. Klein
- Research collaborations between these authors: Daphne Koller and Daniel N. Klein, Daphne Koller and Ming Zhou, Daphne Koller and Ting Liu, Daphne Koller and David M. Blei, Daphne Koller and Kevin Gimpel, Yulia Tsvetkov and Daniel N. Klein, Yulia Tsvetkov and Ting Liu, Yulia Tsvetkov and Chris Callison-Burch, Yulia Tsvetkov and Ilya Sutskever, Yulia Tsvetkov and Tomas Mikolov, Yulia Tsvetkov and Kevin Gimpel, Chris Callison-Burch and Daniel N. Klein, Chris Callison-Burch and Ming Zhou, Chris Callison-Burch and Alex Waibel, Chris Callison-Burch and Ting Liu, Chris Callison-Burch and Kevin Gimpel, Chris Callison-Burch and Brendan O'Connor, Alex Waibel and Daniel N. Klein, Alex Waibel and Ilya Sutskever, Alex Waibel and Tomas Mikolov, Patrick Nguyen and Ming Zhou, Patrick Nguyen and Kevin Gimpel, Ming Zhou and Daniel N. Klein, Ming Zhou and Ting Liu, Ming Zhou and Ilya Sutskever, Ming Zhou and David M. Blei, Ming Zhou and Tomas Mikolov, Ming Zhou and Koray Kavukcuoglu, Ming Zhou and Kevin Gimpel, Ming Zhou and Brendan O'Connor, David M. Blei and Ilya Sutskever, David M. Blei and Daniel N. Klein, David M. Blei and Tomas Mikolov, David M. Blei and Kevin Gimpel, David M. Blei and Brendan O'Connor, Ilya Sutskever and Daniel N. Klein, Ilya Sutskever and Ting Liu, Ilya Sutskever and Tomas Mikolov, Ilya Sutskever and Koray Kavukcuoglu, Ilya Sutskever and Kevin Gimpel, Brendan O'Connor and Ting Liu, Brendan O'Connor and Kevin Gimpel, Brendan O'Connor and Daniel N. Klein, Tomas Mikolov and Daniel N. Klein, Tomas Mikolov and Ting Liu, Tomas Mikolov and Koray Kavukcuoglu, Tomas Mikolov and Kevin Gimpel, Kevin Gimpel and Daniel N. Klein, Kevin Gimpel and Ting Liu, Kevin Gimpel and Koray Kavukcuoglu, Ting Liu and Daniel N. Klein, Ting Liu and Koray Kavukcuoglu, Koray Kavukcuoglu and Daniel N. Klein.
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": "Daphne Koller", "id": 18208}, {"name": "Yulia Tsvetkov", "id": 101442}, {"name": "Alex Waibel", "id": 9413}, {"name": "Chris Callison-Burch", "id": 69285}, {"name": "Patrick Nguyen", "id": 20776}, {"name": "Ming Zhou", "id": 6666}, {"name": "David M. Blei", "id": 80075}, {"name": "Ilya Sutskever", "id": 76622}, {"name": "Brendan O'Connor", "id": 182704}, {"name": "Tomas Mikolov", "id": 93873}, {"name": "Kevin Gimpel", "id": 169818}, {"name": "Ting Liu", "id": 11869}, {"name": "Koray Kavukcuoglu", "id": 101534}, {"name": "Daniel N. Klein", "id": 5023}], "links": [{"source": 18208, "target": 5023}, {"source": 18208, "target": 6666}, {"source": 18208, "target": 11869}, {"source": 18208, "target": 80075}, {"source": 18208, "target": 169818}, {"source": 101442, "target": 5023}, {"source": 101442, "target": 11869}, {"source": 101442, "target": 69285}, {"source": 101442, "target": 76622}, {"source": 101442, "target": 93873}, {"source": 101442, "target": 169818}, {"source": 9413, "target": 5023}, {"source": 9413, "target": 69285}, {"source": 9413, "target": 76622}, {"source": 9413, "target": 93873}, {"source": 69285, "target": 5023}, {"source": 69285, "target": 6666}, {"source": 69285, "target": 11869}, {"source": 69285, "target": 169818}, {"source": 69285, "target": 182704}, {"source": 20776, "target": 6666}, {"source": 20776, "target": 169818}, {"source": 6666, "target": 5023}, {"source": 6666, "target": 11869}, {"source": 6666, "target": 76622}, {"source": 6666, "target": 80075}, {"source": 6666, "target": 93873}, {"source": 6666, "target": 101534}, {"source": 6666, "target": 169818}, {"source": 6666, "target": 182704}, {"source": 80075, "target": 76622}, {"source": 80075, "target": 5023}, {"source": 80075, "target": 93873}, {"source": 80075, "target": 169818}, {"source": 80075, "target": 182704}, {"source": 76622, "target": 5023}, {"source": 76622, "target": 11869}, {"source": 76622, "target": 93873}, {"source": 76622, "target": 101534}, {"source": 76622, "target": 169818}, {"source": 182704, "target": 11869}, {"source": 182704, "target": 169818}, {"source": 182704, "target": 5023}, {"source": 93873, "target": 5023}, {"source": 93873, "target": 11869}, {"source": 93873, "target": 101534}, {"source": 93873, "target": 169818}, {"source": 169818, "target": 5023}, {"source": 169818, "target": 11869}, {"source": 169818, "target": 101534}, {"source": 11869, "target": 5023}, {"source": 11869, "target": 101534}, {"source": 101534, "target": 5023}]}
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: Daphne Koller, Yulia Tsvetkov, Chris Callison-Burch, Alex Waibel, Patrick Nguyen, Ming Zhou, David M. Blei, Ilya Sutskever, Brendan O'Connor, Tomas Mikolov, Kevin Gimpel, Ting Liu, Koray Kavukcuoglu, Daniel N. Klein
- Research collaborations between these authors: Daphne Koller and Daniel N. Klein, Daphne Koller and Ming Zhou, Daphne Koller and Ting Liu, Daphne Koller and David M. Blei, Daphne Koller and Kevin Gimpel, Yulia Tsvetkov and Daniel N. Klein, Yulia Tsvetkov and Ting Liu, Yulia Tsvetkov and Chris Callison-Burch, Yulia Tsvetkov and Ilya Sutskever, Yulia Tsvetkov and Tomas Mikolov, Yulia Tsvetkov and Kevin Gimpel, Chris Callison-Burch and Daniel N. Klein, Chris Callison-Burch and Ming Zhou, Chris Callison-Burch and Alex Waibel, Chris Callison-Burch and Ting Liu, Chris Callison-Burch and Kevin Gimpel, Chris Callison-Burch and Brendan O'Connor, Alex Waibel and Daniel N. Klein, Alex Waibel and Ilya Sutskever, Alex Waibel and Tomas Mikolov, Patrick Nguyen and Ming Zhou, Patrick Nguyen and Kevin Gimpel, Ming Zhou and Daniel N. Klein, Ming Zhou and Ting Liu, Ming Zhou and Ilya Sutskever, Ming Zhou and David M. Blei, Ming Zhou and Tomas Mikolov, Ming Zhou and Koray Kavukcuoglu, Ming Zhou and Kevin Gimpel, Ming Zhou and Brendan O'Connor, David M. Blei and Ilya Sutskever, David M. Blei and Daniel N. Klein, David M. Blei and Tomas Mikolov, David M. Blei and Kevin Gimpel, David M. Blei and Brendan O'Connor, Ilya Sutskever and Daniel N. Klein, Ilya Sutskever and Ting Liu, Ilya Sutskever and Tomas Mikolov, Ilya Sutskever and Koray Kavukcuoglu, Ilya Sutskever and Kevin Gimpel, Brendan O'Connor and Ting Liu, Brendan O'Connor and Kevin Gimpel, Brendan O'Connor and Daniel N. Klein, Tomas Mikolov and Daniel N. Klein, Tomas Mikolov and Ting Liu, Tomas Mikolov and Koray Kavukcuoglu, Tomas Mikolov and Kevin Gimpel, Kevin Gimpel and Daniel N. Klein, Kevin Gimpel and Ting Liu, Kevin Gimpel and Koray Kavukcuoglu, Ting Liu and Daniel N. Klein, Ting Liu and Koray Kavukcuoglu, Koray Kavukcuoglu and Daniel N. Klein.
Identify the clique with the maximum number of authors in this network. Present your answer in the following format: [AuthorA, AuthorB, AuthorC, AuthorD, ...].
test