Product Positioning Under Price Competition

By S. Choi, Wayne S. DeSarbo, Patrick T. Harker. 1990

Subfields: Economics & Operations Research

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Citations in the corpus

Stochastic Gradient Descent-Ascent and Consensus Optimization for Smooth Games: Convergence Analysis under Expected Co-coercivity (2021, background): “…the non-monotone subsets of quasi-strong monotonicity (a.k.a., strongly pseudomonotone), have many real applications in competitive exchange economy [Brighi and John, 2002], fractional programming [Elizarov and Kalimullina, 2009, Rousseau et al., 2005], and product pricing [Choi et al., 1990].”
Optimistic Dual Extrapolation for Coherent Non-monotone Variational Inequalities (2021, background): “, pseudomonotone and strongly pseudomonotone respectively, also have many real applications in competitive exchange economy [2], fractional programming [10, 37], and product pricing [5].”
A Conjoint Approach to Multipart Pricing (2008, background): “Models that consider the effect of competitive actions and reactions (e.g., Choi and DeSarbo 1994; Choi, DeSarbo, and Harker 1990) on multipart pricing would also be useful to examine.”
Optimal stochastic extragradient schemes for pseudomonotone stochastic variational inequality problems and their variants (2014, background): “x) is strongly pseudoconvex (pseudoconcave). (c) Stochastic product pricing Consider an oligopolistic market with a set of substitutable goods in which rms compete in prices. In such Bertrand markets [11,12], the quantity sold by a particular rm is contingent on the prices set by the rms (and possib”
Determining the Appropriate Depth and Breadth of a Firm's Product Portfolio (2003, background): “However, as Choi, DeSarbo, and Harker (1990) note, competitors will modify their portfolios if Firm A adds (or subtracts) entries from its portfolio.”