Technical Note: Mathematical Properties of the Optimal Product Line Selection Problem Using Choice-Based Conjoint Analysis.: Mathematical Properties of the Optimal Product Line Selection Problem…
By Kyle D. Chen, Warren H. Hausman. 2000
160 citations recorded by the source corpus.
Subfields: Economics and Econometrics, Management Information Systems, Marketing
View Paper: https://www.semanticscholar.org/paper/766a62d810ffc80e1605aa84119b745fbf6dbe16
How researchers see this paper
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In Economics and Econometrics
- Isabel Méndez-Díaz
- Guillermo Gallego
- James Mario Davis
- Juan José Miranda Bront
- Gustavo J. Vulcano
- Huseyin Topaloglu
In Management Information Systems
- Huseyin Topaloglu
- James Mario Davis
- Guillermo Gallego
- Vivek F. Farias
- Devavrat Shah
- Srikanth Jagabathula
In Marketing
Citations in the corpus
- Enhancing Marketing with Engineering: Optimal Product Line Design for Heterogeneous Markets (2011, unknown): “They point out a preference for the ATC approach over CO because ATC is defined for an arbitrary hierarchy of subsystems, andconvergenceproofs ensure that coordinationwill lead to 2 Like Chen and Hausman (2000), we invoke a number of assumptions to tightly focus on product line optimization issues: ”
- A Column Generation Algorithm for Choice-Based Network Revenue Management (2009, background): “Other stochastic product line design papers are Hanson and Martin (1996), who study the pricesetting problem for multinomial profit functions, and propose a path-following approach to reach a global optimum based on perturbing the original nonquasiconcave objective function; and Chen and Hausman (20”
- Assortment Planning Under the Multinomial Logit Model with Totally Unimodular Constraint Structures (2013, background): “In this case, the objective value provided by the feasible solution ŵ to problem (3) satisfies ζ∗ ≥ ∑ j∈N rj ŵj = ∑ j∈N rj Pj(y ∗ j ) = R(y ∗) = z∗.”