Dear all,
We will have our next LIRa session tomorrow, on Thursday, 22
February 16:30.
This will be a hybrid session. If you want to attend online,
please use our recurring zoom link:
https://uva-live.zoom.us/j/89230639823?pwd=YWJuSnJmTDhXcWhmd1ZkeG5zb0o5UT09
(Meeting ID: 892 3063 9823, Passcode: 421723)
You can find the details of the talk below.
Speaker: Chenwei Shi (Tsinghua University)
Date and Time: Thursday, February 22nd 2024, 16:30-18:00
Venue: ILLC seminar room F1.15 in Science Park 107 and online.
Title: Reasoning about Dependence, Preference and Coalitional
Power
Abstract: Dependence, preference and coalitional power are three
key
concepts in game theory. There have been lots of logics for
reasoning
about each of these three notions. Still in want is a unified
logical
analysis. Baltag and van Benthem’s recent work [1] provides a
simple
but powerful framework (LFD) for reasoning about functional
dependence. The framework is so natural for modeling games in
strategic form that it yearns for the inclusion of preference
relations. Therefore, by extending LFD with preference relations,
we
provide a logic which characterizes the interaction between
dependence, preference and coalitional power. By making the role
of
dependence explicit, our logical analysis leads to a unified view
of
several key concepts in not only non-cooperative but also
cooperative
game theory, namely Nash equilibrium, Pareto optimality and the
core.
This talk is based on the joint work [2] with Chen Qian and Yiyan
Wang.
[1] Baltag, A., van Benthem, J.: A simple logic of functional
dependence. Journal of Philosophical Logic 50, 939-1005 (2021).
[2] Chen, Q., Shi, C. and Wang, Y.: Reasoning about Dependence,
Preference and Coalitional Power, Journal of Philosophical Logic
53,
99-130 (2024).
Hope to see you there!
The LIRa team
Dear all,
We will have our next LIRa session tomorrow, on Thursday, 22 February 16:30.
This will be a hybrid session. If you want to attend online, please use our recurring zoom link:
https://uva-live.zoom.us/j/89230639823?pwd=YWJuSnJmTDhXcWhmd1ZkeG5zb0o5UT09
(Meeting ID: 892 3063 9823, Passcode: 421723)
You can find the details of the talk below.
Speaker: Chenwei Shi (Tsinghua University)
Date and Time: Thursday, February 22nd 2024, 16:30-18:00
Venue: ILLC seminar room F1.15 in Science Park 107 and online.
Title: Reasoning about Dependence, Preference and Coalitional Power
Abstract: Dependence, preference and coalitional power are three key
concepts in game theory. There have been lots of logics for reasoning
about each of these three notions. Still in want is a unified logical
analysis. Baltag and van Benthem’s recent work [1] provides a simple
but powerful framework (LFD) for reasoning about functional
dependence. The framework is so natural for modeling games in
strategic form that it yearns for the inclusion of preference
relations. Therefore, by extending LFD with preference relations, we
provide a logic which characterizes the interaction between
dependence, preference and coalitional power. By making the role of
dependence explicit, our logical analysis leads to a unified view of
several key concepts in not only non-cooperative but also cooperative
game theory, namely Nash equilibrium, Pareto optimality and the core.
This talk is based on the joint work [2] with Chen Qian and Yiyan
Wang.
[1] Baltag, A., van Benthem, J.: A simple logic of functional
dependence. Journal of Philosophical Logic 50, 939-1005 (2021).
[2] Chen, Q., Shi, C. and Wang, Y.: Reasoning about Dependence,
Preference and Coalitional Power, Journal of Philosophical Logic 53,
99-130 (2024).
Hope to see you there!
The LIRa team
Dear all,
We will have our next LIRa session on Thursday, 22 February 16:30.
This will be a hybrid session. If you want to attend online, please use our recurring zoom link:
https://uva-live.zoom.us/j/89230639823?pwd=YWJuSnJmTDhXcWhmd1ZkeG5zb0o5UT09
(Meeting ID: 892 3063 9823, Passcode: 421723)
You can find the details of the talk below.
Speaker: Chenwei Shi (Tsinghua University)
Date and Time: Thursday, February 22nd 2024, 16:30-18:00
Venue: ILLC seminar room F1.15 in Science Park 107 and online.
Title: Reasoning about Dependence, Preference and Coalitional Power
Abstract: Dependence, preference and coalitional power are three key
concepts in game theory. There have been lots of logics for reasoning
about each of these three notions. Still in want is a unified logical
analysis. Baltag and van Benthem’s recent work [1] provides a simple
but powerful framework (LFD) for reasoning about functional
dependence. The framework is so natural for modeling games in
strategic form that it yearns for the inclusion of preference
relations. Therefore, by extending LFD with preference relations, we
provide a logic which characterizes the interaction between
dependence, preference and coalitional power. By making the role of
dependence explicit, our logical analysis leads to a unified view of
several key concepts in not only non-cooperative but also cooperative
game theory, namely Nash equilibrium, Pareto optimality and the core.
This talk is based on the joint work [2] with Chen Qian and Yiyan
Wang.
[1] Baltag, A., van Benthem, J.: A simple logic of functional
dependence. Journal of Philosophical Logic 50, 939-1005 (2021).
[2] Chen, Q., Shi, C. and Wang, Y.: Reasoning about Dependence,
Preference and Coalitional Power, Journal of Philosophical Logic 53,
99-130 (2024).
Hope to see you there!
The LIRa team