This commit is contained in:
JingYiHan 2022-08-07 17:05:02 +08:00
parent 0a886f6ea2
commit 9cc64662d0
67 changed files with 3061 additions and 106193 deletions

File diff suppressed because it is too large Load Diff

File diff suppressed because it is too large Load Diff

1881
12.5.nb

File diff suppressed because it is too large Load Diff

View File

@ -10,10 +10,10 @@
NotebookFileLineBreakTest NotebookFileLineBreakTest
NotebookFileLineBreakTest NotebookFileLineBreakTest
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@ -1305,11 +1305,9 @@ propability is above zero and below one.",
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@ -1424,7 +1422,8 @@ propability is above zero and below one.",
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View File

@ -10,10 +10,10 @@
NotebookFileLineBreakTest NotebookFileLineBreakTest
NotebookFileLineBreakTest NotebookFileLineBreakTest
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149
SAVM.bib
View File

@ -592,6 +592,155 @@
volume = {108}, volume = {108},
} }
@Article{Luo2020,
author = {Luo, S.and Choi, T.-M.},
title = {E-Commerce Supply Chains with Considerations of Cyber-Security: Should Governments Play a Role?},
year = {2020},
}
@Article{Chen2020,
author = {Chen, Xu and Yang, Huan and Wang, Xiaojun and Choi, Tsan-Ming},
journal = {Annals of Operations Research},
title = {Optimal carbon tax design for achieving low carbon supply chains},
year = {2020},
pages = {1--28},
publisher = {Springer},
}
@Article{Jung2020,
author = {Jung, Seung Hwan and Feng, Tianjun},
journal = {European Journal of Operational Research},
title = {Government subsidies for green technology development under uncertainty},
year = {2020},
number = {2},
pages = {726--739},
volume = {286},
publisher = {Elsevier},
}
@Article{Zhang2018,
author = {Zhang, Fuqiang and Zhang, Renyu},
journal = {Manufacturing \& Service Operations Management},
title = {Trade-in remanufacturing, customer purchasing behavior, and government policy},
year = {2018},
number = {4},
pages = {601--616},
volume = {20},
publisher = {INFORMS},
}
@Article{Gouda2016,
author = {Gouda, Sirish Kumar and Jonnalagedda, Sreelata and Saranga, Haritha},
journal = {European Journal of Operational Research},
title = {Design for the environment: Impact of regulatory policies on product development},
year = {2016},
number = {2},
pages = {558--570},
volume = {248},
publisher = {Elsevier},
}
@Article{Guo2019,
author = {Guo, Jianquan and He, Lu and Gen, Mitsuo},
journal = {Computers \& Industrial Engineering},
title = {Optimal strategies for the closed-loop supply chain with the consideration of supply disruption and subsidy policy},
year = {2019},
pages = {886--893},
volume = {128},
publisher = {Elsevier},
}
@Article{Xiao2020,
author = {Xiao, Ping and Xiao, Ruli and Liang, Yitian and Chen, Xinlei and Lu, Wei},
journal = {Management Science},
title = {The effects of a governments subsidy program: Accessibility beyond affordability},
year = {2020},
number = {7},
pages = {3211--3233},
volume = {66},
publisher = {INFORMS},
}
@Article{Xu2018a,
author = {Xu, Jiayan and Hsu, Vernon N and Niu, Baozhuang},
journal = {Production and Operations Management},
title = {The impacts of markets and tax on a multinational firm's procurement strategy in China},
year = {2018},
number = {2},
pages = {251--264},
volume = {27},
publisher = {Wiley Online Library},
}
@Article{Berenguer2017,
author = {Berenguer, Gemma and Feng, Qi and Shanthikumar, Jeyaveerasingam George and Xu, Lei},
journal = {Production and Operations Management},
title = {The effects of subsidies on increasing consumption through for-profit and not-for-profit newsvendors},
year = {2017},
number = {6},
pages = {1191--1206},
volume = {26},
publisher = {Wiley Online Library},
}
@Article{Yu2018,
author = {Yu, Jiayi Joey and Tang, Christopher S and Shen, Zuo-Jun Max},
journal = {Manufacturing \& Service Operations Management},
title = {Improving consumer welfare and manufacturer profit via government subsidy programs: subsidizing consumers or manufacturers?},
year = {2018},
number = {4},
pages = {752--766},
volume = {20},
publisher = {INFORMS},
}
@Article{Hsu2019,
author = {Hsu, Vernon N and Lai, Guoming and Liang, Guitian},
journal = {Production and Operations Management},
title = {Agricultural partnership for dairy farming},
year = {2019},
number = {12},
pages = {3042--3059},
volume = {28},
publisher = {Wiley Online Library},
}
@Article{Bai2021,
author = {Bai, Jiaru and Hu, Shu and Gui, Luyi and So, Kut C and Ma, Zu-Jun},
journal = {Production and Operations Management},
title = {Optimal Subsidy Schemes and Budget Allocations for Government-Subsidized Trade-in Programs},
year = {2021},
number = {8},
pages = {2689--2706},
volume = {30},
publisher = {Wiley Online Library},
}
@Article{Xiao2018,
author = {Xiao, Wenqiang and Xu, Yi},
journal = {Production and Operations Management},
title = {Should an online retailer penalize its independent sellers for stockout?},
year = {2018},
number = {6},
pages = {1124--1132},
volume = {27},
publisher = {Wiley Online Library},
}
@Misc{Association,
author = {Satellite Industry Association},
title = {State of the Satellite Industry Report},
url = {https://sia.org/news-resources/state-of-the-satellite-industry-report/},
}
@Book{Space2022,
author = {Bryce Space and Technology, LLC},
publisher = {Satellite Industry Association},
title = {The 2022 State of the Satellite Industry Report},
year = {2022},
url = {https://sia.org/news-resources/state-of-the-satellite-industry-report/},
}
@Comment{jabref-meta: databaseType:bibtex;} @Comment{jabref-meta: databaseType:bibtex;}
@Comment{jabref-meta: saveActions:enabled; @Comment{jabref-meta: saveActions:enabled;

View File

@ -592,6 +592,155 @@
volume = {108}, volume = {108},
} }
@Article{Luo2020,
author = {Luo, S.and Choi, T.-M.},
title = {E-Commerce Supply Chains with Considerations of Cyber-Security: Should Governments Play a Role?},
year = {2020},
}
@Article{Chen2020,
author = {Chen, Xu and Yang, Huan and Wang, Xiaojun and Choi, Tsan-Ming},
journal = {Annals of Operations Research},
title = {Optimal carbon tax design for achieving low carbon supply chains},
year = {2020},
pages = {1--28},
publisher = {Springer},
}
@Article{Jung2020,
author = {Jung, Seung Hwan and Feng, Tianjun},
journal = {European Journal of Operational Research},
title = {Government subsidies for green technology development under uncertainty},
year = {2020},
number = {2},
pages = {726--739},
volume = {286},
publisher = {Elsevier},
}
@Article{Zhang2018,
author = {Zhang, Fuqiang and Zhang, Renyu},
journal = {Manufacturing \& Service Operations Management},
title = {Trade-in remanufacturing, customer purchasing behavior, and government policy},
year = {2018},
number = {4},
pages = {601--616},
volume = {20},
publisher = {INFORMS},
}
@Article{Gouda2016,
author = {Gouda, Sirish Kumar and Jonnalagedda, Sreelata and Saranga, Haritha},
journal = {European Journal of Operational Research},
title = {Design for the environment: Impact of regulatory policies on product development},
year = {2016},
number = {2},
pages = {558--570},
volume = {248},
publisher = {Elsevier},
}
@Article{Guo2019,
author = {Guo, Jianquan and He, Lu and Gen, Mitsuo},
journal = {Computers \& Industrial Engineering},
title = {Optimal strategies for the closed-loop supply chain with the consideration of supply disruption and subsidy policy},
year = {2019},
pages = {886--893},
volume = {128},
publisher = {Elsevier},
}
@Article{Xiao2020,
author = {Xiao, Ping and Xiao, Ruli and Liang, Yitian and Chen, Xinlei and Lu, Wei},
journal = {Management Science},
title = {The effects of a governments subsidy program: Accessibility beyond affordability},
year = {2020},
number = {7},
pages = {3211--3233},
volume = {66},
publisher = {INFORMS},
}
@Article{Xu2018a,
author = {Xu, Jiayan and Hsu, Vernon N and Niu, Baozhuang},
journal = {Production and Operations Management},
title = {The impacts of markets and tax on a multinational firm's procurement strategy in China},
year = {2018},
number = {2},
pages = {251--264},
volume = {27},
publisher = {Wiley Online Library},
}
@Article{Berenguer2017,
author = {Berenguer, Gemma and Feng, Qi and Shanthikumar, Jeyaveerasingam George and Xu, Lei},
journal = {Production and Operations Management},
title = {The effects of subsidies on increasing consumption through for-profit and not-for-profit newsvendors},
year = {2017},
number = {6},
pages = {1191--1206},
volume = {26},
publisher = {Wiley Online Library},
}
@Article{Yu2018,
author = {Yu, Jiayi Joey and Tang, Christopher S and Shen, Zuo-Jun Max},
journal = {Manufacturing \& Service Operations Management},
title = {Improving consumer welfare and manufacturer profit via government subsidy programs: subsidizing consumers or manufacturers?},
year = {2018},
number = {4},
pages = {752--766},
volume = {20},
publisher = {INFORMS},
}
@Article{Hsu2019,
author = {Hsu, Vernon N and Lai, Guoming and Liang, Guitian},
journal = {Production and Operations Management},
title = {Agricultural partnership for dairy farming},
year = {2019},
number = {12},
pages = {3042--3059},
volume = {28},
publisher = {Wiley Online Library},
}
@Article{Bai2021,
author = {Bai, Jiaru and Hu, Shu and Gui, Luyi and So, Kut C and Ma, Zu-Jun},
journal = {Production and Operations Management},
title = {Optimal Subsidy Schemes and Budget Allocations for Government-Subsidized Trade-in Programs},
year = {2021},
number = {8},
pages = {2689--2706},
volume = {30},
publisher = {Wiley Online Library},
}
@Article{Xiao2018,
author = {Xiao, Wenqiang and Xu, Yi},
journal = {Production and Operations Management},
title = {Should an online retailer penalize its independent sellers for stockout?},
year = {2018},
number = {6},
pages = {1124--1132},
volume = {27},
publisher = {Wiley Online Library},
}
@Misc{Association,
author = {Satellite Industry Association},
title = {State of the Satellite Industry Report},
url = {https://sia.org/news-resources/state-of-the-satellite-industry-report/},
}
@Book{Space2022,
author = {Bryce Space and Technology, LLC},
publisher = {Satellite Industry Association},
title = {The 2022 State of the Satellite Industry Report},
year = {2022},
url = {https://sia.org/news-resources/state-of-the-satellite-industry-report/},
}
@Comment{jabref-meta: databaseType:bibtex;} @Comment{jabref-meta: databaseType:bibtex;}
@Comment{jabref-meta: saveActions:enabled; @Comment{jabref-meta: saveActions:enabled;

View File

@ -592,6 +592,155 @@
volume = {108}, volume = {108},
} }
@Article{Luo2020,
author = {Luo, S.and Choi, T.-M.},
title = {E-Commerce Supply Chains with Considerations of Cyber-Security: Should Governments Play a Role?},
year = {2020},
}
@Article{Chen2020,
author = {Chen, Xu and Yang, Huan and Wang, Xiaojun and Choi, Tsan-Ming},
journal = {Annals of Operations Research},
title = {Optimal carbon tax design for achieving low carbon supply chains},
year = {2020},
pages = {1--28},
publisher = {Springer},
}
@Article{Jung2020,
author = {Jung, Seung Hwan and Feng, Tianjun},
journal = {European Journal of Operational Research},
title = {Government subsidies for green technology development under uncertainty},
year = {2020},
number = {2},
pages = {726--739},
volume = {286},
publisher = {Elsevier},
}
@Article{Zhang2018,
author = {Zhang, Fuqiang and Zhang, Renyu},
journal = {Manufacturing \& Service Operations Management},
title = {Trade-in remanufacturing, customer purchasing behavior, and government policy},
year = {2018},
number = {4},
pages = {601--616},
volume = {20},
publisher = {INFORMS},
}
@Article{Gouda2016,
author = {Gouda, Sirish Kumar and Jonnalagedda, Sreelata and Saranga, Haritha},
journal = {European Journal of Operational Research},
title = {Design for the environment: Impact of regulatory policies on product development},
year = {2016},
number = {2},
pages = {558--570},
volume = {248},
publisher = {Elsevier},
}
@Article{Guo2019,
author = {Guo, Jianquan and He, Lu and Gen, Mitsuo},
journal = {Computers \& Industrial Engineering},
title = {Optimal strategies for the closed-loop supply chain with the consideration of supply disruption and subsidy policy},
year = {2019},
pages = {886--893},
volume = {128},
publisher = {Elsevier},
}
@Article{Xiao2020,
author = {Xiao, Ping and Xiao, Ruli and Liang, Yitian and Chen, Xinlei and Lu, Wei},
journal = {Management Science},
title = {The effects of a governments subsidy program: Accessibility beyond affordability},
year = {2020},
number = {7},
pages = {3211--3233},
volume = {66},
publisher = {INFORMS},
}
@Article{Xu2018a,
author = {Xu, Jiayan and Hsu, Vernon N and Niu, Baozhuang},
journal = {Production and Operations Management},
title = {The impacts of markets and tax on a multinational firm's procurement strategy in China},
year = {2018},
number = {2},
pages = {251--264},
volume = {27},
publisher = {Wiley Online Library},
}
@Article{Berenguer2017,
author = {Berenguer, Gemma and Feng, Qi and Shanthikumar, Jeyaveerasingam George and Xu, Lei},
journal = {Production and Operations Management},
title = {The effects of subsidies on increasing consumption through for-profit and not-for-profit newsvendors},
year = {2017},
number = {6},
pages = {1191--1206},
volume = {26},
publisher = {Wiley Online Library},
}
@Article{Yu2018,
author = {Yu, Jiayi Joey and Tang, Christopher S and Shen, Zuo-Jun Max},
journal = {Manufacturing \& Service Operations Management},
title = {Improving consumer welfare and manufacturer profit via government subsidy programs: subsidizing consumers or manufacturers?},
year = {2018},
number = {4},
pages = {752--766},
volume = {20},
publisher = {INFORMS},
}
@Article{Hsu2019,
author = {Hsu, Vernon N and Lai, Guoming and Liang, Guitian},
journal = {Production and Operations Management},
title = {Agricultural partnership for dairy farming},
year = {2019},
number = {12},
pages = {3042--3059},
volume = {28},
publisher = {Wiley Online Library},
}
@Article{Bai2021,
author = {Bai, Jiaru and Hu, Shu and Gui, Luyi and So, Kut C and Ma, Zu-Jun},
journal = {Production and Operations Management},
title = {Optimal Subsidy Schemes and Budget Allocations for Government-Subsidized Trade-in Programs},
year = {2021},
number = {8},
pages = {2689--2706},
volume = {30},
publisher = {Wiley Online Library},
}
@Article{Xiao2018,
author = {Xiao, Wenqiang and Xu, Yi},
journal = {Production and Operations Management},
title = {Should an online retailer penalize its independent sellers for stockout?},
year = {2018},
number = {6},
pages = {1124--1132},
volume = {27},
publisher = {Wiley Online Library},
}
@Misc{Association,
author = {Satellite Industry Association},
title = {State of the Satellite Industry Report},
url = {https://sia.org/news-resources/state-of-the-satellite-industry-report/},
}
@Book{Space2022,
author = {Bryce Space and Technology, LLC},
publisher = {Satellite Industry Association},
title = {The 2022 State of the Satellite Industry Report},
year = {2022},
url = {https://sia.org/news-resources/state-of-the-satellite-industry-report/},
}
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\bibcite{spacex}{{46}{2013}{{Tariq}}{{}}} \bibcite{Raghunath2021}{{46}{2021}{{Raghunath \& Kang}}{{}}}
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\bibcite{Wang2021b}{{48}{2021{a}}{{Wang et~al.}}{{Wang, Zhao \& Huchzermeier}}} \bibcite{Sodhi2012a}{{48}{2012}{{Sodhi et~al.}}{{Sodhi, Son \& Tang}}}
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\bibcite{Xu2018a}{{61}{2018{a}}{{Xu et~al.}}{{Xu, Hsu \& Niu}}}
\bibcite{Xu2018}{{62}{2018{b}}{{Xu et~al.}}{{Xu, Chen, Jia, Brown, Gong \& Xu}}}
\bibcite{Yu2018}{{63}{2018}{{Yu et~al.}}{{Yu, Tang \& Shen}}}
\bibcite{Yu2021}{{64}{2021}{{Yu et~al.}}{{Yu, Wu \& Qu}}}
\bibcite{Zhang2018}{{65}{2018}{{Zhang \& Zhang}}{{}}}
\bibcite{Zhao2015}{{66}{2015}{{Zhao \& Huchzermeier}}{{}}}
\bibcite{Zheng2021}{{67}{2021}{{Zheng et~al.}}{{Zheng, Zhang, Chen \& Wu}}}

View File

@ -1,4 +1,4 @@
\begin{thebibliography}{56} \begin{thebibliography}{67}
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@ -40,6 +40,15 @@
\newblock {\it \bibinfo{journal}{Manufacturing \& Service Operations \newblock {\it \bibinfo{journal}{Manufacturing \& Service Operations
Management}\/}, \bibinfo{volume}{22}(2), \bibinfo{pages}{223--240}. Management}\/}, \bibinfo{volume}{22}(2), \bibinfo{pages}{223--240}.
%Type = Article %Type = Article
\bibitem[{Bai et~al.(2021)Bai, Hu, Gui, So \& Ma}]{Bai2021}
\bibinfo{author}{Bai, J.}, \bibinfo{author}{Hu, S.}, \bibinfo{author}{Gui, L.},
\bibinfo{author}{So, K.~C.}, \& \bibinfo{author}{Ma, Z.-J.}
(\bibinfo{year}{2021}).
\newblock \bibinfo{title}{Optimal subsidy schemes and budget allocations for
government-subsidized trade-in programs}.
\newblock {\it \bibinfo{journal}{Production and Operations Management}\/},
\bibinfo{volume}{30}(8), \bibinfo{pages}{2689--2706}.
%Type = Article
\bibitem[{Bailey(2020)}]{Bailey2020} \bibitem[{Bailey(2020)}]{Bailey2020}
\bibinfo{author}{Bailey, M.} (\bibinfo{year}{2020}). \bibinfo{author}{Bailey, M.} (\bibinfo{year}{2020}).
\newblock \bibinfo{title}{Frequent and reliable launch for small satellites: \newblock \bibinfo{title}{Frequent and reliable launch for small satellites:
@ -54,6 +63,16 @@
\newblock {\it \bibinfo{journal}{Nanosatellites: Space and Ground Technologies, \newblock {\it \bibinfo{journal}{Nanosatellites: Space and Ground Technologies,
Operations and Economics}\/}, (pp. \bibinfo{pages}{533--543}). Operations and Economics}\/}, (pp. \bibinfo{pages}{533--543}).
%Type = Article %Type = Article
\bibitem[{Berenguer et~al.(2017)Berenguer, Feng, Shanthikumar \&
Xu}]{Berenguer2017}
\bibinfo{author}{Berenguer, G.}, \bibinfo{author}{Feng, Q.},
\bibinfo{author}{Shanthikumar, J.~G.}, \& \bibinfo{author}{Xu, L.}
(\bibinfo{year}{2017}).
\newblock \bibinfo{title}{The effects of subsidies on increasing consumption
through for-profit and not-for-profit newsvendors}.
\newblock {\it \bibinfo{journal}{Production and Operations Management}\/},
\bibinfo{volume}{26}(6), \bibinfo{pages}{1191--1206}.
%Type = Article
\bibitem[{Brusset \& Bertrand(2018)}]{Brusset2018} \bibitem[{Brusset \& Bertrand(2018)}]{Brusset2018}
\bibinfo{author}{Brusset, X.}, \& \bibinfo{author}{Bertrand, J.-L.} \bibinfo{author}{Brusset, X.}, \& \bibinfo{author}{Bertrand, J.-L.}
(\bibinfo{year}{2018}). (\bibinfo{year}{2018}).
@ -71,6 +90,14 @@
\newblock {\it \bibinfo{journal}{International Journal of Production \newblock {\it \bibinfo{journal}{International Journal of Production
Economics}\/}, \bibinfo{volume}{216}, \bibinfo{pages}{35--53}. Economics}\/}, \bibinfo{volume}{216}, \bibinfo{pages}{35--53}.
%Type = Article %Type = Article
\bibitem[{Chen et~al.(2020)Chen, Yang, Wang \& Choi}]{Chen2020}
\bibinfo{author}{Chen, X.}, \bibinfo{author}{Yang, H.}, \bibinfo{author}{Wang,
X.}, \& \bibinfo{author}{Choi, T.-M.} (\bibinfo{year}{2020}).
\newblock \bibinfo{title}{Optimal carbon tax design for achieving low carbon
supply chains}.
\newblock {\it \bibinfo{journal}{Annals of Operations Research}\/}, (pp.
\bibinfo{pages}{1--28}).
%Type = Article
\bibitem[{Chod et~al.(2020)Chod, Trichakis, Tsoukalas, Aspegren \& \bibitem[{Chod et~al.(2020)Chod, Trichakis, Tsoukalas, Aspegren \&
Weber}]{Chod2020} Weber}]{Chod2020}
\bibinfo{author}{Chod, J.}, \bibinfo{author}{Trichakis, N.}, \bibinfo{author}{Chod, J.}, \bibinfo{author}{Trichakis, N.},
@ -157,6 +184,14 @@
supply chain management to enhance finance in supply chains}. supply chain management to enhance finance in supply chains}.
\newblock {\it \bibinfo{journal}{International Journal of Logistics: Research \newblock {\it \bibinfo{journal}{International Journal of Logistics: Research
and Applications}\/}, \bibinfo{volume}{13}(2), \bibinfo{pages}{133--142}. and Applications}\/}, \bibinfo{volume}{13}(2), \bibinfo{pages}{133--142}.
%Type = Article
\bibitem[{Gouda et~al.(2016)Gouda, Jonnalagedda \& Saranga}]{Gouda2016}
\bibinfo{author}{Gouda, S.~K.}, \bibinfo{author}{Jonnalagedda, S.}, \&
\bibinfo{author}{Saranga, H.} (\bibinfo{year}{2016}).
\newblock \bibinfo{title}{Design for the environment: Impact of regulatory
policies on product development}.
\newblock {\it \bibinfo{journal}{European Journal of Operational Research}\/},
\bibinfo{volume}{248}(2), \bibinfo{pages}{558--570}.
%Type = Inproceedings %Type = Inproceedings
\bibitem[{Gould \& Linden(2000)}]{Gould2000} \bibitem[{Gould \& Linden(2000)}]{Gould2000}
\bibinfo{author}{Gould, A.~J.}, \& \bibinfo{author}{Linden, O.~M.} \bibinfo{author}{Gould, A.~J.}, \& \bibinfo{author}{Linden, O.~M.}
@ -173,6 +208,14 @@
\newblock In {\it \bibinfo{booktitle}{Space 2006}\/} (p. \newblock In {\it \bibinfo{booktitle}{Space 2006}\/} (p.
\bibinfo{pages}{7229}). \bibinfo{pages}{7229}).
%Type = Article %Type = Article
\bibitem[{Guo et~al.(2019)Guo, He \& Gen}]{Guo2019}
\bibinfo{author}{Guo, J.}, \bibinfo{author}{He, L.}, \& \bibinfo{author}{Gen,
M.} (\bibinfo{year}{2019}).
\newblock \bibinfo{title}{Optimal strategies for the closed-loop supply chain
with the consideration of supply disruption and subsidy policy}.
\newblock {\it \bibinfo{journal}{Computers \& Industrial Engineering}\/},
\bibinfo{volume}{128}, \bibinfo{pages}{886--893}.
%Type = Article
\bibitem[{Guo et~al.(2021)Guo, Yang \& Jiang}]{Guo2021} \bibitem[{Guo et~al.(2021)Guo, Yang \& Jiang}]{Guo2021}
\bibinfo{author}{Guo, J.}, \bibinfo{author}{Yang, F.}, \& \bibinfo{author}{Guo, J.}, \bibinfo{author}{Yang, F.}, \&
\bibinfo{author}{Jiang, B.} (\bibinfo{year}{2021}). \bibinfo{author}{Jiang, B.} (\bibinfo{year}{2021}).
@ -197,6 +240,13 @@
finance and operations}\/} (pp. \bibinfo{pages}{1--21}). finance and operations}\/} (pp. \bibinfo{pages}{1--21}).
\newblock \bibinfo{publisher}{Springer}. \newblock \bibinfo{publisher}{Springer}.
%Type = Article %Type = Article
\bibitem[{Hsu et~al.(2019)Hsu, Lai \& Liang}]{Hsu2019}
\bibinfo{author}{Hsu, V.~N.}, \bibinfo{author}{Lai, G.}, \&
\bibinfo{author}{Liang, G.} (\bibinfo{year}{2019}).
\newblock \bibinfo{title}{Agricultural partnership for dairy farming}.
\newblock {\it \bibinfo{journal}{Production and Operations Management}\/},
\bibinfo{volume}{28}(12), \bibinfo{pages}{3042--3059}.
%Type = Article
\bibitem[{Hyland-Wood et~al.(2020)Hyland-Wood, Robinson, Johnson, Hare, \bibitem[{Hyland-Wood et~al.(2020)Hyland-Wood, Robinson, Johnson, Hare,
Henderson, Lewicki \& Saltini}]{HylandWood2020} Henderson, Lewicki \& Saltini}]{HylandWood2020}
\bibinfo{author}{Hyland-Wood, D.}, \bibinfo{author}{Robinson, P.}, \bibinfo{author}{Hyland-Wood, D.}, \bibinfo{author}{Robinson, P.},
@ -207,6 +257,14 @@
interplanetary, and metaplanetary space domains}. interplanetary, and metaplanetary space domains}.
\newblock {\it \bibinfo{journal}{Journal of Aerospace Information Systems}\/}, \newblock {\it \bibinfo{journal}{Journal of Aerospace Information Systems}\/},
\bibinfo{volume}{17}(10), \bibinfo{pages}{554--561}. \bibinfo{volume}{17}(10), \bibinfo{pages}{554--561}.
%Type = Article
\bibitem[{Jung \& Feng(2020)}]{Jung2020}
\bibinfo{author}{Jung, S.~H.}, \& \bibinfo{author}{Feng, T.}
(\bibinfo{year}{2020}).
\newblock \bibinfo{title}{Government subsidies for green technology development
under uncertainty}.
\newblock {\it \bibinfo{journal}{European Journal of Operational Research}\/},
\bibinfo{volume}{286}(2), \bibinfo{pages}{726--739}.
%Type = Inproceedings %Type = Inproceedings
\bibitem[{Korpela et~al.(2017)Korpela, Hallikas \& Dahlberg}]{Korpela2017} \bibitem[{Korpela et~al.(2017)Korpela, Hallikas \& Dahlberg}]{Korpela2017}
\bibinfo{author}{Korpela, K.}, \bibinfo{author}{Hallikas, J.}, \& \bibinfo{author}{Korpela, K.}, \bibinfo{author}{Hallikas, J.}, \&
@ -231,14 +289,6 @@
\newblock {\it \bibinfo{journal}{Handbook of Small Satellites: Technology, \newblock {\it \bibinfo{journal}{Handbook of Small Satellites: Technology,
Design, Manufacture, Applications, Economics and Regulation}\/}, (pp. Design, Manufacture, Applications, Economics and Regulation}\/}, (pp.
\bibinfo{pages}{1--11}). \bibinfo{pages}{1--11}).
%Type = Inproceedings
\bibitem[{Li(2010)}]{Li2010}
\bibinfo{author}{Li, C.} (\bibinfo{year}{2010}).
\newblock \bibinfo{title}{Anti-risk capability evaluation analysis on china
instrument and meter industry}.
\newblock In {\it \bibinfo{booktitle}{Advanced Materials Research}\/} (pp.
\bibinfo{pages}{297--302}).
\newblock \bibinfo{organization}{Trans Tech Publ} volume \bibinfo{volume}{108}.
%Type = Article %Type = Article
\bibitem[{Li et~al.(2022)Li, He \& Wang}]{Li2022} \bibitem[{Li et~al.(2022)Li, He \& Wang}]{Li2022}
\bibinfo{author}{Li, J.}, \bibinfo{author}{He, Z.}, \& \bibinfo{author}{Wang, \bibinfo{author}{Li, J.}, \bibinfo{author}{He, Z.}, \& \bibinfo{author}{Wang,
@ -264,6 +314,11 @@
relief and supply chain disruption inventory planning}. relief and supply chain disruption inventory planning}.
\newblock {\it \bibinfo{journal}{Journal of the Operational Research \newblock {\it \bibinfo{journal}{Journal of the Operational Research
Society}\/}, \bibinfo{volume}{59}(5), \bibinfo{pages}{674--684}. Society}\/}, \bibinfo{volume}{59}(5), \bibinfo{pages}{674--684}.
%Type = Article
\bibitem[{Luo(2020)}]{Luo2020}
\bibinfo{author}{Luo, T.-M., S.and~Choi} (\bibinfo{year}{2020}).
\newblock \bibinfo{title}{E-commerce supply chains with considerations of
cyber-security: Should governments play a role?}, .
%Type = Misc %Type = Misc
\bibitem[{MIT()}]{MIT} \bibitem[{MIT()}]{MIT}
\bibinfo{author}{MIT} (). \bibinfo{author}{MIT} ().
@ -323,15 +378,6 @@
\newblock In {\it \bibinfo{booktitle}{Proceedings of the AIAA/USU Conference on \newblock In {\it \bibinfo{booktitle}{Proceedings of the AIAA/USU Conference on
Small Satellites: Mission Operations \& Autonomy, Logan, UT, USA}\/} (pp. Small Satellites: Mission Operations \& Autonomy, Logan, UT, USA}\/} (pp.
\bibinfo{pages}{7--12}). \bibinfo{pages}{7--12}).
%Type = Book
\bibitem[{Report(2021)}]{TheSpaceReport2021}
\bibinfo{author}{Report, T.~S.} (\bibinfo{year}{2021}).
\newblock {\it \bibinfo{title}{The space report 2021 36th annual space
symposium special edition}\/}.
\newblock \bibinfo{publisher}{The Space Report}.
\newblock \URLprefix
\url{https://www.oecd-ilibrary.org/content/publication/9789264217294-en}.
\DOIprefix\doi{https://doi.org/https://doi.org/10.1787/9789264217294-en}.
%Type = Article %Type = Article
\bibitem[{Shen et~al.(2021)Shen, Dong \& Minner}]{Shen2021} \bibitem[{Shen et~al.(2021)Shen, Dong \& Minner}]{Shen2021}
\bibinfo{author}{Shen, B.}, \bibinfo{author}{Dong, C.}, \& \bibinfo{author}{Shen, B.}, \bibinfo{author}{Dong, C.}, \&
@ -347,13 +393,15 @@
management}. management}.
\newblock {\it \bibinfo{journal}{Production and operations management}\/}, \newblock {\it \bibinfo{journal}{Production and operations management}\/},
\bibinfo{volume}{21}(1), \bibinfo{pages}{1--13}. \bibinfo{volume}{21}(1), \bibinfo{pages}{1--13}.
%Type = Misc %Type = Book
\bibitem[{SpaceFund(2022)}]{SpaceFund2022} \bibitem[{Space \& Technology(2022)}]{Space2022}
\bibinfo{author}{SpaceFund} (\bibinfo{year}{2022}). \bibinfo{author}{Space, B.}, \& \bibinfo{author}{Technology, L.}
\newblock \bibinfo{title}{Satellite servicing database}. (\bibinfo{year}{2022}).
\newblock \URLprefix \url{https://spacefund.com/satellite-servicing-sfr/} \newblock {\it \bibinfo{title}{The 2022 State of the Satellite Industry
\bibinfo{note}{\url{https://spacefund.com/satellite-servicing-sfr/}Accessed Report}\/}.
February 10, 2022}. \newblock \bibinfo{publisher}{Satellite Industry Association}.
\newblock \URLprefix
\url{https://sia.org/news-resources/state-of-the-satellite-industry-report/}.
%Type = Article %Type = Article
\bibitem[{Suchodolski(2018)}]{Suchodolski2018} \bibitem[{Suchodolski(2018)}]{Suchodolski2018}
\bibinfo{author}{Suchodolski, J.} (\bibinfo{year}{2018}). \bibinfo{author}{Suchodolski, J.} (\bibinfo{year}{2018}).
@ -428,10 +476,35 @@
\newblock {\it \bibinfo{journal}{Decision Sciences}\/}, \newblock {\it \bibinfo{journal}{Decision Sciences}\/},
\bibinfo{volume}{49}(6), \bibinfo{pages}{999--1023}. \bibinfo{volume}{49}(6), \bibinfo{pages}{999--1023}.
%Type = Article %Type = Article
\bibitem[{Xu et~al.(2018)Xu, Chen, Jia, Brown, Gong \& Xu}]{Xu2018} \bibitem[{Xiao et~al.(2020)Xiao, Xiao, Liang, Chen \& Lu}]{Xiao2020}
\bibinfo{author}{Xiao, P.}, \bibinfo{author}{Xiao, R.}, \bibinfo{author}{Liang,
Y.}, \bibinfo{author}{Chen, X.}, \& \bibinfo{author}{Lu, W.}
(\bibinfo{year}{2020}).
\newblock \bibinfo{title}{The effects of a governments subsidy program:
Accessibility beyond affordability}.
\newblock {\it \bibinfo{journal}{Management Science}\/},
\bibinfo{volume}{66}(7), \bibinfo{pages}{3211--3233}.
%Type = Article
\bibitem[{Xiao \& Xu(2018)}]{Xiao2018}
\bibinfo{author}{Xiao, W.}, \& \bibinfo{author}{Xu, Y.} (\bibinfo{year}{2018}).
\newblock \bibinfo{title}{Should an online retailer penalize its independent
sellers for stockout?}
\newblock {\it \bibinfo{journal}{Production and Operations Management}\/},
\bibinfo{volume}{27}(6), \bibinfo{pages}{1124--1132}.
%Type = Article
\bibitem[{Xu et~al.(2018{\natexlab{a}})Xu, Hsu \& Niu}]{Xu2018a}
\bibinfo{author}{Xu, J.}, \bibinfo{author}{Hsu, V.~N.}, \&
\bibinfo{author}{Niu, B.} (\bibinfo{year}{2018}{\natexlab{a}}).
\newblock \bibinfo{title}{The impacts of markets and tax on a multinational
firm's procurement strategy in china}.
\newblock {\it \bibinfo{journal}{Production and Operations Management}\/},
\bibinfo{volume}{27}(2), \bibinfo{pages}{251--264}.
%Type = Article
\bibitem[{Xu et~al.(2018{\natexlab{b}})Xu, Chen, Jia, Brown, Gong \&
Xu}]{Xu2018}
\bibinfo{author}{Xu, X.}, \bibinfo{author}{Chen, X.}, \bibinfo{author}{Jia, \bibinfo{author}{Xu, X.}, \bibinfo{author}{Chen, X.}, \bibinfo{author}{Jia,
F.}, \bibinfo{author}{Brown, S.}, \bibinfo{author}{Gong, Y.}, \& F.}, \bibinfo{author}{Brown, S.}, \bibinfo{author}{Gong, Y.}, \&
\bibinfo{author}{Xu, Y.} (\bibinfo{year}{2018}). \bibinfo{author}{Xu, Y.} (\bibinfo{year}{2018}{\natexlab{b}}).
\newblock \bibinfo{title}{Supply chain finance: a systematic literature review \newblock \bibinfo{title}{Supply chain finance: a systematic literature review
and bibliometric analysis}. and bibliometric analysis}.
\newblock {\it \bibinfo{journal}{International Journal of Production \newblock {\it \bibinfo{journal}{International Journal of Production
@ -439,6 +512,14 @@
\url{https://www.sciencedirect.com/science/article/pii/S0925527318303098}. \url{https://www.sciencedirect.com/science/article/pii/S0925527318303098}.
\DOIprefix\doi{https://doi.org/10.1016/j.ijpe.2018.08.003}. \DOIprefix\doi{https://doi.org/10.1016/j.ijpe.2018.08.003}.
%Type = Article %Type = Article
\bibitem[{Yu et~al.(2018)Yu, Tang \& Shen}]{Yu2018}
\bibinfo{author}{Yu, J.~J.}, \bibinfo{author}{Tang, C.~S.}, \&
\bibinfo{author}{Shen, Z.-J.~M.} (\bibinfo{year}{2018}).
\newblock \bibinfo{title}{Improving consumer welfare and manufacturer profit
via government subsidy programs: subsidizing consumers or manufacturers?}
\newblock {\it \bibinfo{journal}{Manufacturing \& Service Operations
Management}\/}, \bibinfo{volume}{20}(4), \bibinfo{pages}{752--766}.
%Type = Article
\bibitem[{Yu et~al.(2021)Yu, Wu \& Qu}]{Yu2021} \bibitem[{Yu et~al.(2021)Yu, Wu \& Qu}]{Yu2021}
\bibinfo{author}{Yu, R.}, \bibinfo{author}{Wu, Z.}, \& \bibinfo{author}{Qu, S.} \bibinfo{author}{Yu, R.}, \bibinfo{author}{Wu, Z.}, \& \bibinfo{author}{Qu, S.}
(\bibinfo{year}{2021}). (\bibinfo{year}{2021}).
@ -446,6 +527,14 @@
interruption insurance}. interruption insurance}.
\newblock {\it \bibinfo{journal}{Complexity}\/}, \bibinfo{volume}{2021}. \newblock {\it \bibinfo{journal}{Complexity}\/}, \bibinfo{volume}{2021}.
%Type = Article %Type = Article
\bibitem[{Zhang \& Zhang(2018)}]{Zhang2018}
\bibinfo{author}{Zhang, F.}, \& \bibinfo{author}{Zhang, R.}
(\bibinfo{year}{2018}).
\newblock \bibinfo{title}{Trade-in remanufacturing, customer purchasing
behavior, and government policy}.
\newblock {\it \bibinfo{journal}{Manufacturing \& Service Operations
Management}\/}, \bibinfo{volume}{20}(4), \bibinfo{pages}{601--616}.
%Type = Article
\bibitem[{Zhao \& Huchzermeier(2015)}]{Zhao2015} \bibitem[{Zhao \& Huchzermeier(2015)}]{Zhao2015}
\bibinfo{author}{Zhao, L.}, \& \bibinfo{author}{Huchzermeier, A.} \bibinfo{author}{Zhao, L.}, \& \bibinfo{author}{Huchzermeier, A.}
(\bibinfo{year}{2015}). (\bibinfo{year}{2015}).

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