The kinked demand curve revisited (original) (raw)

Dynamic Stackelberg duopoly with sticky prices and a myopic follower

Operational Research, 2021

In this paper, we study a model of a market with asymmetric information and sticky prices—the dynamic Stackelberg model with a myopic follower and infinite time horizon of Fujiwara ("Economics Bulletin" 12(12), 1–9 (2006)). We perform a comprehensive analysis of the equilibria instead of concentrating on the steady state only. We study both the equilibria for open loop and feedback information structure, which turn out to coincide, and we compare the results with the results for Cournot-Nash equilibria.

A stackelberg duopoly with binary choices of objectives

This paper analyzes a Stackelberg model where firms choose their objective functions (profit or revenue) in order to achieve maximum payoff. The objective of the present work is to demonstrate that depending on the unit cost of production, firms make either asymmetric choices of objectives (low values of the unit cost) or symmetric choices (high values of the unit cost). As a result of these choices, the payoff advantage alternates between the first and the second mover in the market.

The Stackelberg Model as a Partial Solution to the Problem of Pricing in a Network

2012

We consider an application of the Stackelberg leader-follower model in prices in a simple two-firm network as a possible way to help resolve externalities that can be harmful to firm profit and welfare. Whilst independent pricing on the network yields lower profit and sometimes even lower welfare than monopoly pricing, we show that by allowing the firms to collude on some prices in a first-stage and set remaining prices independently (competitively) in a second stage, both profit and welfare gains can be made.