A Note on Probability Distributions with Increasing Generalized Failure Rates
By Martin A. Lariviere. Operational Research, 2006
350 citations recorded by the source corpus.
Subfields: Management Information Systems, Marketing, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/1ed7cc7e3a524f1b539a8da656d1f5396e16edec
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Management Information Systems
- Tsan-Ming (Jason) Choi
- Chun-Hung Chiu
- Haresh Gurnani
- Christopher S. Tang
- Yulan Wang
- Zelong Yi
- Sammi Yu Tang
- Diwakar Gupta
In Marketing
- Tsan-Ming (Jason) Choi
- Haresh Gurnani
- Zelong Yi
- Ying‐ju Chen
- Christopher S. Tang
- Chun-Hung Chiu
- Yulan Wang
In Statistics and Probability
Citations in the corpus
- Financing an Agricultural Supply Chain with a Capital‐Constrained Smallholder Farmer in Developing Economies (2021, background): “This is a relatively weak requirement satisfied by many common distribution types, including uniform, exponential, truncated normal, and Weibull (Lariviere 2006).”
- Price, Rebate, and Returns Supply Contracts for Coordinating Supply Chains with Price‐Dependent Demands (2011, background): “When demand is price-independent, Lu et al. (2007) analyze a two-period model and show that a policy that combines returns, sales rebate, and price protection policies can coordinate a decentralized supply chain.”
- Managing Disruptions in Decentralized Supply Chains with Endogenous Supply Process Reliability (2014, background): “Let z0 be the solution to the following first order condition: rE½Dj D bz0w þ 2rbz0 w F bz0 w 2bz0 ¼ 0: ð14Þ When the demand distribution satisfies the increasing generalized failure rate (IGFR) property (see Lariviere 2006), there exists a unique positive value of z0 satisfying Equation (14).”