Operations Research Transactions ›› 2023, Vol. 27 ›› Issue (3): 21-36.doi: 10.15960/j.cnki.issn.1007-6093.2023.03.002
Previous Articles Next Articles
Received:
2021-10-11
Online:
2023-09-15
Published:
2023-09-14
Contact:
Xiaohui REN
E-mail:2654966935@qq.com
CLC Number:
Ke SU, Xiaohui REN. A modified inventory pricing model with uncertainty demand[J]. Operations Research Transactions, 2023, 27(3): 21-36.
"
文献 | 需求形式 | 碳政策 | 自变量 | 目标函数 | ||||
确定 | 线性 | 随机 | 模糊 | 波动 | ||||
[ | None | 订单量 | 成本 | |||||
[ | None | 订单量 | 利润 | |||||
[ | None | 销售价格 | 利润 | |||||
[ | None | 订单量 | 成本 | |||||
[ | None | 订单量 | 成本 | |||||
[ | 碳税 | 订单量 | 成本 | |||||
[ | 碳税、限额交易 | 订单量 | 成本 | |||||
[ | 碳税、限额交易 | 订单量 | 利润 | |||||
[ | None | 订单量 | 成本 | |||||
[ | None | 订单量 | 利润 | |||||
[ | 碳税政策 | 订单量 | 成本 | |||||
[ | 环境因素 | 订单量 | 成本 | |||||
[ | 限额交易政策 | 订单量 | 成本 | |||||
[ | 环境因素 | 采购次数 | 成本 | |||||
[ | 限额交易政策 | 订单量 | 成本 | |||||
本文 | 碳税政策 | 销售价格 | 利润 |
1 |
SternN.The economics of climate change[J].American Economic Review,2008,98(2):1-37.
doi: 10.1257/aer.98.2.1 |
2 |
王蕴琪.供应链碳管理的权衡因素及其完善[J].企业经济,2011,30(4):68-70.
doi: 10.13529/j.cnki.enterprise.economy.2011.04.021 |
3 | 潘永明,江景博.供应链风险管理研究综述[J].物流工程与管理,2020,42(1):99-100. |
4 |
AwiF,AlizaH.Combined pricing and inventory control under uncertainty[J].Operations Research,1999,47(3):454-475.
doi: 10.1287/opre.47.3.454 |
5 |
ChenX,DavidS L.Coordinating inventory control and pricing strategies with random demand and fixed ordering cost: The infinite horizon case[J].Mathematics of Operations Research,2004,29(3):698-723.
doi: 10.1287/moor.1040.0093 |
6 | AdidaE,PerakisG.A robust optimization approach to dynamic pricing and inventory control with no backorders[J].Mathematical Programming,2006,107(1/2):97-129. |
7 | HarrisF W.How many parts to make at once[J].The Magazine of Management,1913,10(2):135-136. |
8 | WilsonR H.A scientific routine for stock control[J].Harvard Business Review,1934,13(1):116-128. |
9 | TangO,GrubbstrmR W.Considering stochastic lead times in a manufacturing/remanufacturing system with deterministic demands and returns[J].International Journal of Production Economics,2005,93-94(1):285-300. |
10 | SanaS S,ChaudhurIK S.A deterministic EOQ model with delays in payments and price-discount offers[J].European Journal of Operational Research,2006,184(2):509-533. |
11 |
RayJ,ChaudhuriK S.An EOQ model with stock-dependent demand, shortage, inflation and time discounting[J].International Journal of Production Economics,1997,53(2):171-180.
doi: 10.1016/S0925-5273(97)00112-6 |
12 | RossiT,PozziR,TestaM.EOQ-based inventory management in single-machine multi-item systems[J].Omega-International Journal of Management Science,2017,71,106-113. |
13 |
LiaoH L,DengQ W.A carbon-constrained EOQ model with uncertain demand for remanufactured products[J].Journal of Cleaner Production,2018,199,334-347.
doi: 10.1016/j.jclepro.2018.07.108 |
14 | TaoZ M,XuJ P.Carbon-regulated EOQ models with consumers' low-carbon awareness[J].Sustainability,2019,11(4):1-16. |
15 |
HovelaqueV,BironneauL.The carbon-constrained EOQ model with carbon emission dependent demand[J].International Journal of Production Economics,2015,164,285-291.
doi: 10.1016/j.ijpe.2014.11.022 |
16 |
HadigunaR A,JaafarH S,MohamadS.A model for vendor managed inventory by applying the economic order quantity with fuzzy demand[J].International Journal of Enterprise Network Management,2011,4(4):354-366.
doi: 10.1504/IJENM.2011.043798 |
17 | 黄世华,杨兆兰,曹建军,等.基于不确定理论的EOQ模型及库存风险分析[J].西北师范大学学报(自然科学版),2015,(6):28-34. |
18 |
SinghT,MudulyM M,MallickC.An ordering policy for deteriorating items with time-dependent quadratic demand and salvage value under permissible delay in payment[J].American Journal of Operations Research,2019,9(5):201-218.
doi: 10.4236/ajor.2019.95013 |
19 |
Cardenas-BarronL E,ShaikhA A,TiwariS.An EOQ inventory model with nonlinear stock dependent holding cost, nonlinear stock dependent demand and trade credit[J].Computers and Industrial Engineering,2020,139,105557.
doi: 10.1016/j.cie.2018.12.004 |
20 |
KhalilpourazariS,PasandidehS H R.Multi-objective optimization of multi-item EOQ model with partial backordering and defective batches and stochastic constraints using MOWCA and MOGWO[J].Operational Research,2020,20,1729.
doi: 10.1007/s12351-018-0397-y |
21 | Daryanto Y, Christata B R, Kristiyan I M. Retailer's EOQ model considering demand and holding cost of the defective items under carbon emission tax[C]//IOP Conference Series: Materials Science and Engineering, 2020, 847(1): 012012. |
22 | Yu A, Purwaningsih S R, Wee H M. A multi-objective model for a chemical industry considering economic risk and environment[C]//IOP Conference Series: Materials Science and Engineering, 2020, 847(1): 012025. |
23 |
HuaG W,ChengT,WngS Y.Managing carbon footprints in inventory management[J].International Journal of Production Economics,2011,132(2):178-185.
doi: 10.1016/j.ijpe.2011.03.024 |
24 |
ChenX,BenhaafarS,ElomriA.The carbon-constrained EOQ[J].Operations Research Letters,2013,41(2):172-179.
doi: 10.1016/j.orl.2012.12.003 |
25 |
BattiniD,PersonaA,SgarbossaF.A sustainable EOQ model: Theoretical formulation and applications[J].International Journal of Production Economics,2014,149,145-153.
doi: 10.1016/j.ijpe.2013.06.026 |
26 |
BoucheryY,GhaffariA,JemaiZ.Including sustainability criteria into inventory models[J].European Journal of Operational Research,2012,222(2):229-240.
doi: 10.1016/j.ejor.2012.05.004 |
27 |
LeeJ Y.Investing in carbon emissions reduction in the EOQ model[J].Journal of the Operational Research Society,2020,71(8):1289-1300.
doi: 10.1080/01605682.2019.1609889 |
28 | TaoZ M,XuJ P.Carbon-regulated EOQ models with consumers' low-carbon awareness[J].Sustainability,2019,11,1-16. |
29 |
BoucheryY,GhaffaariA,JemaiZ.Including sustainability criteria into inventory models[J].European Journal Operation Research,2012,222,229-240.
doi: 10.1016/j.ejor.2012.05.004 |
30 |
SinghT,MudulyM M,MallickC.An ordering policy for deteriorating items with time-dependent quadratic demand and salvage value under permissible delay in payment[J].American Journal Operation Research,2019,9,201-218.
doi: 10.4236/ajor.2019.95013 |
31 |
ChenX,BenhaafarS,ElomriA.The carbon-constrained EOQ[J].Operation Research Letter,2013,41,172-179.
doi: 10.1016/j.orl.2012.12.003 |
32 | 苏珂,濮定国.一类积极集SQP滤子方法[J].同济大学学报(自然科学版),2008,36(5):690-694. |
[1] | Wei XU, Yuefeng HUANG, Caihua CHEN. Charging and discharging scheduling for electric bus charging station with energy storage system [J]. Operations Research Transactions, 2023, 27(2): 95-109. |
[2] | Maoran WANG, Xingju CAI, Zhongming WU, Deren HAN. First-order splitting algorithm for multi-model traffic equilibrium problems [J]. Operations Research Transactions, 2023, 27(2): 63-78. |
[3] | Yun HUA, Xiangfeng WANG, Bo JIN. Multi-agent deep reinforcement learning-based urban traffic signal management [J]. Operations Research Transactions, 2023, 27(2): 49-62. |
[4] | Hu SHAO, Yue ZHUO, Pengjie LIU, Feng SHAO. Operational research methods for urban traffic flow estimation [J]. Operations Research Transactions, 2023, 27(2): 27-48. |
[5] | He WEI, Haofei LIU, Dandan XU, Xuehua HAN, Liang WANG, Xiaodong ZHANG. A systematic review of researches and applications of bi-level programming in the context of urban transport [J]. Operations Research Transactions, 2023, 27(2): 1-26. |
[6] | Minglu YE, Huan DENG. A new projection and contraction algorithm for solving quasimonotone variational inequalities [J]. Operations Research Transactions, 2023, 27(1): 127-137. |
[7] | Wenhui XIE, Chen LING, Chenjian PAN. A tensor completion method based on tensor train decomposition and its application in image restoration [J]. Operations Research Transactions, 2022, 26(3): 31-43. |
[8] | Binwu ZHANG, Xiucui GUAN. The bounded inverse optimal value problem on minimum spanning tree under unit infinity norm [J]. Operations Research Transactions, 2022, 26(3): 44-56. |
[9] | Bing SU, Wyatt CARLSON, Jiabin FAN, Arthur GAO, Yanjun SHAO, Guohui LIN. Sharing bicycle relocating with minimum carbon emission [J]. Operations Research Transactions, 2022, 26(3): 75-91. |
[10] | Ping ZHOU, Min JI, Yiwei JIANG. LPT heuristic for parallel-machine scheduling of maximizing total early work [J]. Operations Research Transactions, 2022, 26(3): 151-156. |
[11] | Jiahao LYU, Honglin LUO, Zehua YANG, Jianwen PENG. A stochastic Bregman ADMM with its application in training sparse structure SVMs [J]. Operations Research Transactions, 2022, 26(2): 16-30. |
[12] | Bo WANG, Li CHU, Liwei ZHANG, Hongwei ZHANG. An SAA approach for a class of second-order cone stochastic inverse quadratic programming problem [J]. Operations Research Transactions, 2022, 26(2): 31-44. |
[13] | Xiaoli HUANG, Yuelin GAO, Bo ZHANG, Xia LIU. An adaptive global optimization algorithm for solving quadratically constrained quadratic programming problems [J]. Operations Research Transactions, 2022, 26(2): 83-100. |
[14] | Xiquan SHAN, Meixia LI, Jinyu LIU. Smoothing Newton method for the tensor stochastic complementarity problem [J]. Operations Research Transactions, 2022, 26(2): 128-136. |
[15] | Libo WANG, Wenhua LI, Dan YU. Online scheduling on single batch machine with variable lookahead interval [J]. Operations Research Transactions, 2022, 26(1): 134-140. |
Viewed | ||||||
Full text |
|
|||||
Abstract |
|
|||||