Dear Fellow Locators,
 
Find the february list below and attached in Bibtex.
Note that some of the most recent ones are still only online.
Enjoy,
Frank
 
Prof. Em. Frank Plastria
BUTO, Vrije Universiteit Brussel
frank.plastria@vub.be
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[1] Marta Baldomero‐Naranjo, Jörg Kalcsics, and Antonio M. Rodríguez‐Chía. On the complexity of the upgrading version of the maximal covering location problem. Networks, January 2024. [ DOI ]
[2] Arup Kumar Bhattacharjee and Anirban Mukhopadhyay. A multiobjective evolutionary approach to solving single-allocation hub median problem. January 2024. [ DOI ]
[3] Victor Bucarey, Natividad González-Blanco, Martine Labbé, and Juan A. Mesa. On λ-cent-dians and generalized-center for network design. SSRN Electronic Journal, 2024. [ DOI ]
[4] Maryam Gharegozlu, Abdolsalam Ghaderi, and Amir Hossein Seddighi. Location-pricing problem in a two-echelon supply chain: A behavioral game-theoretic approach. Computers & Operations Research, 163:106486, March 2024. [ DOI ]
[5] Martin P. Kidd, Maryam Darvish, Leandro C. Coelho, and Bernard Gendron. A relax-and-restrict matheuristic for supply chain network design with facility location and customer due date flexibility. Transportation Research Part E: Logistics and Transportation Review, 182:103370, February 2024. [ DOI ]
[6] Hongming Li, Erick Delage, Ning Zhu, Michael Pinedo, and Shoufeng Ma. Distributional robustness and inequity mitigation in disaster preparedness of humanitarian operations. Manufacturing & Service Operations Management, 26(1):197--214, January 2024. [ DOI ]
[7] Mohammad Lotfi and Alexandros A. Voudouris. On truthful constrained heterogeneous facility location with max-variant cost. Operations Research Letters, 52:107060, January 2024. [ DOI ]
[8] C.L. Martins and M.V. Pato. Decomposition heuristics for multiobjective problems. the food bank network redesign case. International Journal of Production Economics, 268:109121, February 2024. [ DOI ]
[9] Maria Michopoulou and Ioannis Giannikos. Discrete cooperative coverage location models with alternative facility types in a probabilistic setting. International Transactions in Operational Research, January 2024. [ DOI ]
[10] Juan M. Muñoz-Ocaña, Justo Puerto, and Antonio M. Rodríguez-Chía. Improved heuristics for solving large-scale scanning transmission electron microscopy image segmentation using the ordered median problem. Computers & Operations Research, 163:106524, March 2024. [ DOI ]
[11] Xinqiang Qian, Xiucui Guan, Junhua Jia, and Panos M. Pardalos. Inverse vertex/absolute quickest 1-center location problem on a tree under weighted l1 norm. Journal of Optimization Theory and Applications, 200(2):524--554, January 2024. [ DOI ]
[12] Šárka Štádlerová, Peter Schütz, and Asgeir Tomasgard. Multi-period facility location and capacity expansion with modular capacities and convex short-term costs. Computers & Operations Research, 163:106395, March 2024. [ DOI ]
[13] Christian Straubert. A continuous approximation location-inventory model with exact inventory costs and nonlinear delivery lead time penalties. International Journal of Production Economics, 268:109092, February 2024. [ DOI ]
[14] Tao Wu. Exact method for production hub location. INFORMS Journal on Computing, February 2024. [ DOI ]
[15] R. Cory Allen, Styliani Avraamidou, Sergiy Butenko, and Efstratios N. Pistikopoulos. Solution strategies for integrated distribution, production, and relocation problems arising in modular manufacturing. European Journal of Operational Research, September 2023. [ DOI ]
[16] Ketan Date and Rakesh Nagi. Optimal and heuristic solutions for placing multiple finite-size rectangular facilities in an existing layout. International Journal of Production Research, 62(1–2):24--44, November 2023. [ DOI ]
[17] Ketan Date and Rakesh Nagi. Optimal placement of multiple finite-size rectangular facilities in an existing layout. International Journal of Production Research, 62(1–2):7--23, November 2023. [ DOI ]
[18] Nhat-Minh Le-Phan, Minh Hoang Trinh, and Phuoc Doan Nguyen. Dimensional lifting, finite-time convergence, and bearing-only algorithms for the fermat-weber location problem. In 2023 12th International Conference on Control, Automation and Information Sciences (ICCAIS). IEEE, November 2023. [ DOI ]
[19] Wenfei Li, Jinwu Gao, and Yicong Mao. An α-risk appetite cost minimizing model for multi-commodity capacitated p-hub median problem with time windows and uncertain flows. Annals of Operations Research, 333(1):79--121, July 2023. [ DOI ]
[20] Renan Paula Ramos Moreno, Rui Borges Lopes, José António de Vasconcelos Ferreira, Ana Luísa Ferreira Andrade Ramos, and Diogo Correia. Transshipment Location Problem: A Bibliometric Review, pages 1057--1065. Springer Nature Switzerland, August 2023. [ DOI ]
[21] Dalibor Ristić, Nenad Mladenović, Mustapha Ratli, Raca Todosijević, and Dragan Urošević. Auxiliary data structures and techniques to speed up solving of the p-next center problem: A VNS heuristic. Applied Soft Computing, page 110276, apr 2023. [ DOI ]
[22] E. Powell Robinson, Funda Sahin, and Li-Lian Gao. Network design with consideration of hours-of-service regulation and drop-and-swap trailer operations. Decision Sciences, jul 2023. [ DOI ]
[23] Oscar Rodríguez-Espíndola. Two-stage stochastic formulation for relief operations with multiple agencies in simultaneous disasters. OR Spectrum, 45(2):477--523, jan 2023. [ DOI ]
[24] Oscar Rodríguez-Espíndola, Hossein Ahmadi, Diego Gastélum-Chavira, Omar Ahumada-Valenzuela, Soumyadeb Chowdhury, Prasanta Kumar Dey, and Pavel Albores. Humanitarian logistics optimization models: An investigation of decision-maker involvement and directions to promote implementation. Socio-Economic Planning Sciences, 89:101669, oct 2023. [ DOI ]
[25] Mikael Rönnqvist, Patrik Flisberg, Mikael Frisk, David Bredström, and Jean‐Baptiste Paradis. A new hybrid method for quick and accurate calculation of forest transportation distances. International Transactions in Operational Research, 31(3):1397--1425, November 2023. [ DOI ]
[26] Edith Salinas, José-Fernando Camacho-Vallejo, and Samuel Nucamendi-Guillén. A bi-level vaccination points location problem that aims at social distancing and equity for the inhabitants. Axioms, 12(3):305, mar 2023. [ DOI ]
[27] Gonçalo Gonçalves Duarte Santos, Sebastian Birolini, and Gonçalo Homem de Almeida Correia. A space-time-energy flow-based integer programming model to design and operate a regional shared automated electric vehicle (SAEV) system and corresponding charging network. Transportation Research Part C: Emerging Technologies, 147:103997, feb 2023. [ DOI ]
[28] Dolores R. Santos-Peñate, Rafael R. Suárez-Vega, and Carmen Florido de la Nuez. A location-allocation model for bio-waste management in the hospitality sector. Networks and Spatial Economics, 23(3):611--639, jun 2023. [ DOI ]
[29] Fatemeh Sarayloo, Teodor Gabriel Crainic, and Walter Rei. An integrated learning and progressive hedging matheuristic for stochastic network design problem. Journal of Heuristics, 29(4-6):409--434, aug 2023. [ DOI ]
[30] Carsten R. Seemann, Vincent Moulton, Peter F. Stadler, and Marc Hellmuth. Planar median graphs and cubesquare-graphs. Discrete Applied Mathematics, 331:38--58, may 2023. [ DOI ]
[31] Bonn Kleiford Seranilla and Nils Löhndorf. Optimizing vaccine distribution in developing countries under natural disaster risk. Naval Research Logistics (NRL), 71(1):140--157, August 2023. [ DOI ]
[32] Aidin Shaghaghi, Mohammad Taghitahooneh, and Reza Dashti. Determining the location of spare and mobile transformers in distribution networks. Electrical Engineering, November 2023. [ DOI ]
[33] Karmel S. Shehadeh. Reducing disparities in transportation distance in a stochastic facility location problem. Transportation Research Part C: Emerging Technologies, 153:104199, aug 2023. [ DOI ]
[34] Mahnaz Sheikholeslami and Naeme Zarrinpoor. Designing an integrated humanitarian logistics network for the preparedness and response phases under uncertainty. Socio-Economic Planning Sciences, 86:101496, apr 2023. [ DOI ]
[35] Saber Shiripour, Milad Hematian, and Nezam Mahdavi-Amiri. A robust optimization model for dynamic virtual hub location problem under uncertainty using an M/M/C/K queuing model: two metaheuristic algorithms. Operational Research, 23(3), jun 2023. [ DOI ]
[36] André Snoeck, Matthias Winkenbach, and Jan C. Fransoo. On-demand last-mile distribution network design with omnichannel inventory. Transportation Research Part E: Logistics and Transportation Review, 180:103324, December 2023. [ DOI ]
[37] Maocan Song, Lin Cheng, and Yibei Zhang. Joint location optimization of charging stations and segments in the space-time-electricity network: An augmented lagrangian relaxation and ADMM-based decomposition scheme. Computers & Industrial Engineering, 183:109517, sep 2023. [ DOI ]
[38] Francesco Betti Sorbelli, Cristina M. Pinotti, and Giulio Rigoni. On the evaluation of a drone-based delivery system on a mixed euclidean-manhattan grid. IEEE Transactions on Intelligent Transportation Systems, 24(1):1276--1287, jan 2023. [ DOI ]
[39] Valeria Soto-Mendoza, Efraín Ruiz y Ruiz, Irma García-Calvillo, Samuel Nucamendi-Guillén, and Yajaira Cardona-Valdés. A location-routing problem for local supply chains. Computers & Industrial Engineering, 183:109528, sep 2023. [ DOI ]
[40] Sandy Spiers, Hoa T. Bui, and Ryan Loxton. An exact cutting plane method for the euclidean max-sum diversity problem. European Journal of Operational Research, 311(2):444--454, dec 2023. [ DOI ]
[41] Stefan Steinerberger. Sums of distances on graphs and embeddings into euclidean space. Mathematika, 69(3):600--621, apr 2023. [ DOI ]
[42] Patrick Stokkink and Nikolas Geroliminis. A continuum approximation approach to the depot location problem in a crowd-shipping system. Transportation Research Part E: Logistics and Transportation Review, 176:103207, aug 2023. [ DOI ]
[43] Shilpa Sunil and Sanjeev Patel. Energy-efficient virtual machine placement algorithm based on power usage. Computing, 105(7):1597--1621, feb 2023. [ DOI ]
[44] Hendri Sutrisno and Chao-Lung Yang. A two-echelon location routing problem with mobile satellites for last-mile delivery: mathematical formulation and clustering-based heuristic method. Annals of Operations Research, 323(1-2):203--228, jan 2023. [ DOI ]