Frank Page

Frank H. Page, Jr. is Professor at Department of Economics, Indiana University Bloomington, and Visiting Professor, Systemic Risk Centre, LSE.

Publications

Discussion Papers
Aug 2016
DP 62
This paper has two main objectives: first, to provide a formal definition of endogenous systemic risk that is firmly grounded in equilibrium dynamics of temporary financial networks (i.e., short-term lending and investment networks); and...
Discussion Papers
Aug 2016
DP 61
For a discounted stochastic game with an uncountable state space and compact metric action spaces, we show that if the measurable-selection-valued, Nash payoff selection correspondence of the underlying one-shot game contains a sub-...
Discussion Papers
Aug 2016
DP 60
We identify a new class of uncountable-compact discounted stochastic games for which existence of stationary Markov equilibria can be established and we prove two new existence results for this class. Our approach to proving existence in...
Discussion Papers
Feb 2016
DP 56
Rui Gong, Jieshuang He and Frank Page
We construct a model of a principal-agent game of network formation (over layered networks) with asymmetric information and we consider the following two questions: (1) Is it possible for the principal to design a mechanism that links the reports of...
Discussion Papers
Feb 2016
DP 55
We answer the following question: Does regulating the banking network increase systemic risk in the entire financial network in the presence of unregulated shadow banks? In order to answer this question, we introduce a formal definition of systemic...
Discussion Papers
Sep 2015
DP 45
Economics and game theory are replete with examples of parameterized games. We show that all minimal Nash payoff USCOs belonging to the Nash equilibrium correspondence of a parameterized game with payoff functions that are uniformly equicontinuous...
Discussion Papers
Sep 2015
DP 44
For a discounted stochastic game with an uncountable state space and compact metric action spaces, we show that if the measurable-selection-valued, Nash payoff selection correspondence of the underlying one-shot game contains a sub-correspondence...
Discussion Papers
Sep 2015
DP 43
We establish a new fixed point result for measurable-selection-valued correspondences with nonconvex and possibly disconnected values arising from the composition of Caratheodory functions with an upper Caratheodory correspondence. We show that, in...
Discussion Papers
Jun 2015
DP 39
Rui Gong, Frank Page and Myrna Wooders
We model the structure and strategy of social interactions prevailing at any point in time as a directed network and we address the following open question in the theory of social and economic network formation: given the rules of network and...