In this paper, we present a stochastic differential game model of duopolistic competition with
sticky prices, which extends the model analyzed in the seminal paper by Fershtman and …

Non‐relativistic quantum systems are analyzed theoretically or by numerical approaches
using the Schrödinger equation. Compared to the options available to treat classical …

Although the possibility of multiple nonlinear equilibria in linear-quadratic differential games
is extensively discussed, the literature on models with multiple linear Markov perfect …

Pareto optimality and Nash equilibrium are two standard solution concepts for cooperative
and non-cooperative games, respectively. At the out-set, these concepts are incompatible …

A noncooperative stochastic differential game (SDG) is said to be a potential game if there
exists an associated stochastic control problem whose optimal solutions are Nash equilibria …

We analyze the question of whether the outcome of an oligopoly exploiting a nonrenewable
resource can be replicated by a related monopoly, within the framework of continuous time …

When analyzing financial markets, it needs to mine effective information from massive data.
However, it is difficult to obtain information from image information. In order to improve the …

This paper aims to characterize a class of stochastic differential games, which satisfy the
certainty equivalence principle beyond the cases with quadratic, linear, or logarithmic value …

The present paper considers the exploitation of a common-property, nonrenewable
resource, by individuals subject to habit formation. We formalize their behavior by means of …

Esta tesis trata de tipos de juegos que tienen equilibrios de Nash que también son óptimos
de Pareto. Nuestro principal objetivo es crear una colección que reúna los resultados que …