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A modified gamma/Gompertz/NBD model for estimating technology lifetime

Authors
Choi, MyoungjaeYoo, Sun-HiLee, JongtaikChoi, JeongsubKim, Byunghoon
Issue Date
Oct-2022
Publisher
Akademiai Kiado
Keywords
Technology lifetime; Citation analysis; Cited patent lifetime; Technology valuation; G; G; NBD model
Citation
Scientometrics, v.127, no.10, pp 5731 - 5751
Pages
21
Indexed
SCIE
SSCI
SCOPUS
Journal Title
Scientometrics
Volume
127
Number
10
Start Page
5731
End Page
5751
URI
https://scholarworks.bwise.kr/erica/handle/2021.sw.erica/112718
DOI
10.1007/s11192-022-04489-1
ISSN
0138-9130
1588-2861
Abstract
For efficient research and development (R&D) management, estimating the economic value of patents is becoming increasingly necessary. When estimating the economic value of patents, technology lifetime is one of the most important factors to be considered. The Pareto/non-negative binomial distribution (NBD) model is a stochastic model that can estimate the technology lifetime based on patent citation data. However, the Pareto/NBD model has some limitations. First, the model assumes that the technology of a patent is active until it is cited by another patent even though the cited patent is expired. Second, the probability distribution of the technology lifetime for a patent group always has a mode of zero, which implies that patent technologies are immediately replaced by other technologies. To address these issues, we propose a more generalized method that estimates the technology lifetime of a patent based on a modified gamma Gompertz with NBD (G/G/NBD) model. We apply the proposed methodology to estimate the lifetime of US patents in three communication-related technology areas. The case study and sensitivity analysis showed reliable estimates by the proposed methodology, where technology lifetimes were estimated within the patents' term based on the proposed model while the existing model often resulted in their estimated lifetime being greater than the patent term.
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Kim, Byunghoon
ERICA 공학대학 (DEPARTMENT OF INDUSTRIAL & MANAGEMENT ENGINEERING)
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