This paper characterizes generic equilibrium play in a multi-sender version of Crawford and Sobel\u27s (1982) cheap talk model, when robustness to a broad class of beliefs about noise in the senders\u27 observation of the state is required. Just like in the one-sender model, information transmission is partial, equilibria have an interval form, and they can be computed through a generalized version of Crawford and Sobels forward solution procedure. Fixing the senders\u27 biases, full revelation is not achievable even as the state space becomes large. Intuitive welfare predictions, such as the desirability of consulting senders with small and opposite biases, follow
There are typically multiple equilibrium outcomes in the Crawford-Sobel (CS) model of strategic info...
In the Crawford-Sobel (uniform, quadratic utility) cheap-talk model, we consider a simple mediation ...
We model a game similar to the interaction between an academic advisor and advisee. Like the classi...
In this paper, we extend the cheap talk model of Crawford and Sobel (1982) to a multidimensional sta...
Diehl C, Kuzmics C. The (non-) robustness of influential cheap talk equilibria. Center for Mathemati...
In the classic Crawford-Sobel (CS) model of strategic communication between an informed Sender a...
Diehl C, Kuzmics C. The (non-)robustness of influential cheap talk equilibria when the sender’s pref...
In the Crawford-Sobel (uniform, quadratic utility) cheap-talk model, we consider a simple mediation...
Communication in practice typically occurs through multiple channels, not all of which permit costle...
The literature on strategic communication originated with the influential cheap talk model, which pr...
This paper analyzes multi-sender cheap talk when the state space might be restricted, either because...
We model an interaction between an informed sender and an uninformed receiver. Like the classic che...
Abstract: We introduce a new selection criterion for Crawford and Sobel (1982) cheap talk signalling...
Abstract: We introduce a new fixed point method to analyze cheap talk games, in the tradition of Cra...
We analyze a class of sender-receiver games with quadratic payoffs, which includes the communication...
There are typically multiple equilibrium outcomes in the Crawford-Sobel (CS) model of strategic info...
In the Crawford-Sobel (uniform, quadratic utility) cheap-talk model, we consider a simple mediation ...
We model a game similar to the interaction between an academic advisor and advisee. Like the classi...
In this paper, we extend the cheap talk model of Crawford and Sobel (1982) to a multidimensional sta...
Diehl C, Kuzmics C. The (non-) robustness of influential cheap talk equilibria. Center for Mathemati...
In the classic Crawford-Sobel (CS) model of strategic communication between an informed Sender a...
Diehl C, Kuzmics C. The (non-)robustness of influential cheap talk equilibria when the sender’s pref...
In the Crawford-Sobel (uniform, quadratic utility) cheap-talk model, we consider a simple mediation...
Communication in practice typically occurs through multiple channels, not all of which permit costle...
The literature on strategic communication originated with the influential cheap talk model, which pr...
This paper analyzes multi-sender cheap talk when the state space might be restricted, either because...
We model an interaction between an informed sender and an uninformed receiver. Like the classic che...
Abstract: We introduce a new selection criterion for Crawford and Sobel (1982) cheap talk signalling...
Abstract: We introduce a new fixed point method to analyze cheap talk games, in the tradition of Cra...
We analyze a class of sender-receiver games with quadratic payoffs, which includes the communication...
There are typically multiple equilibrium outcomes in the Crawford-Sobel (CS) model of strategic info...
In the Crawford-Sobel (uniform, quadratic utility) cheap-talk model, we consider a simple mediation ...
We model a game similar to the interaction between an academic advisor and advisee. Like the classi...