He works on the modeling of costly decision making, reasoning about unawareness, dynamic interactive decisions, reasoning about high order uncertainties, and more.
In fact, as we just stressed, Nash equilibrium can be played under full uncertainty, and a fortiori under higher-order uncertainty, about the rationality of others.
Contemporary epistemic game theory takes the view that, although it may ultimately be reducible to strategic uncertainty, making higher-order uncertainty explicit can clarify a great deal of what interactive or strategic rationality means.
In this literature, this question is answered by showing that the agents can eliminate all higher-order uncertainty regarding each others' rationality, and thus ensure that no strategy is played that would not survive the iterated elimination procedure, by repeatedly and publicly "announcing" that they are not irrational.
The theoretical and computational complexities involved in non-uniform type-2 fuzzy sets (T2 FSs) are main obstacles to apply these sets to modeling high-order uncertainties.
In this paper, a novel one-step backstepping design scheme for an adaptive output feedback control of uncertain nonlinear system with a higher order relative degree and nonparametric uncertainties is proposed.
In this paper, we investigate the ability of higher order fuzzy systems to handle increased uncertainty, mostly induced by the market microstructure noise inherent in a high frequency trading (HFT) scenario.
This controller is robust against uncertainties introduced by neglecting the higher order modes of the duct.
The controller is designed to be robust against uncertainties introduced by neglecting the higher order modes of the beam.
The small sample size at provincial level in some age bands and for second and higher order births leads to wide confidence intervals, illustrating the uncertainty around these figures.
Additionally, a robust controller is proposed to confront the uncertainties including approximation error, optimal parameter vector and higher order term in Taylor series.
