Competition in Price and Availability When Availability is Unobservable
By James D Dana. 2001
117 citations recorded by the source corpus.
Subfields: Economics and Econometrics, Management Science and Operations Research, Marketing
View Paper: https://www.semanticscholar.org/paper/faafdc0b510763092164b1f253fc20f9e00019be
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
In Management Science and Operations Research
- Fei Gao
- Fernando Bernstein
- Awi Federgruen
- Ö. Özer
- Kay-Yut Chen
- Murat Emre Kaya
- Xuanming Su
- Gérard P. Cachon
In Marketing
- Fei Gao
- Fernando Bernstein
- Awi Federgruen
- Xuanming Su
- Kay-Yut Chen
- Ö. Özer
- Murat Emre Kaya
- Gérard P. Cachon
Citations in the corpus
- Online and Offline Information for Omnichannel Retailing (2016, methodology): “This probability is given by A(q) = Emin(φD, qθ )/E(φD), where φ > 0, using the derivation from Deneckere and Peck (1995) 8 and Dana (2001).”
- Dual Sales Channel Management with Service Competition (2008, background): “Dana (2001) and Mahajan and Van Ryzin (2001) consider a model of consumer choice behavior with availability-based competition.”
- Omnichannel Retail Operations with Buy-Online-and-Pick-up-in-Store (2017, unknown): “According to Deneckere and Peck (1995) and Dana (2001), this probability is given by A(q) = Emin(φD, q)/E(φD) where φ > 0.”
- A General Equilibrium Model for Industries with Price and Service Competition (2004, background): “…high fill rates with its “Go Home Happy” slogan, and backing their promise up with a free rental guarantee under the slogan “I’ll Be There” (see, e.g., Dana 2001).3 Similarly, Domino’s has offered a 30-minute 868 delivery guarantee for its pizza sales, backed up with a freeof-charge delivery if…”