Monopolistic Competition: Beyond the Constant Elasticity of Substitution
By E. Zhelobodko, S. Kokovin, Mathieu Parenti, Jacques-François Thisse. 2012
278 citations recorded by the source corpus.
Subfields: Economics and Econometrics
View Paper: https://www.semanticscholar.org/paper/aa3553151a2b051182cd3be93304e0ef5f172ea5
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Economics and Econometrics
- Thierry Mayer
- Swati Dhingra
- Gianmarco I. P. Ottaviano
- Marc J. Melitz
- Robert C. Feenstra
- D. Novy
- John Morrow
- Stephen J. Redding
Citations in the corpus
- Not So Demanding: Demand Structure and Firm Behavior (2017, unknown): “7Zhelobodko et al. (2012) show that variable marginal costs make little difference to the properties of models with homogeneous firms.”
- Monopolistic Competition and Optimum Product Diversity under Firm Heterogeneity (2019, background): “The exposition for consumer demand closely follows Zhelobodko et al. (2012) which works with a similar setting and builds on work by Vives (2001).”
- Restoring the Product Variety and Pro-Competitive Gains from Trade with Heterogeneous Firms and Bounded Productivity (2014, background): “…separable utility function introduced by Krugman (1979), possibly with an explicit functional form for the sub-utility from each variety.6 Zhelobodko et al (2012), Kichko et al (2013) and Dhingra and Morrow (2016) consider a broader class of additively separable functions than Krugman…”
- Product Mix and Firm Productivity Responses to Trade Competition (2020, background): “…often with different terminologies (indicated in quotes): Arkolakis et al. (2018), “log concave in log prices”; Mrazova and Neary (2017), “log convex”; Zhelobodko et al. (2012), “increasing relative love of variety”; Bertoletti and Epifani (2014), “decreasing elasticity of substitution”; and…”
- Optimal Spatial Policies, Geography, and Sorting* (2018, unknown): “In that case, the entry and bilateral pricing decisions would be inefficient (Zhelobodko et al., 2012).”
- Monopolistic Competition when Income Matters (2017, unknown): “Its free entry equilibrium can be summarized as follows: pe − c pe = r qe L , ne = ELr (qe/L) F and qe = F [1− r (qe/L)] cr (qe/L) , (8) where r(x) = −u′′(x)x/u′(x) is what Zhelobodko et al. (2012) call the “relative love for variety.””