Li, S., Deng, Z., Lu, C., Wu, J., Dai, J., & Wang, Q. (2023). An efficient global algorithm for indefinite separable quadratic knapsack problems with box constraints. Computational Optimization and Applications: An International Journal, 1-33. https://doi.org/10.1007/s10589-023-00488-x

LI, Shaoze, DENG, Zhibin, LU, Cheng, WU, Junhao, DAI, Jinyu und WANG, Qiao, 2023. An efficient global algorithm for indefinite separable quadratic knapsack problems with box constraints. Computational Optimization and Applications: An International Journal. 2 Mai 2023. P. 1-33. DOI 10.1007/s10589-023-00488-x.

Li, S., Z. Deng, C. Lu, J. Wu, J. Dai, und Q. Wang. „An Efficient Global Algorithm for Indefinite Separable Quadratic Knapsack Problems With Box Constraints“. Computational Optimization and Applications: An International Journal, Mai 2023, S. 1-33, https://doi.org/10.1007/s10589-023-00488-x.

Li, Shaoze/Deng, Zhibin/Lu, Cheng/Wu, Junhao/Dai, Jinyu/Wang, Qiao: An efficient global algorithm for indefinite separable quadratic knapsack problems with box constraints, Computational Optimization and Applications: An International Journal 2023, 1-33.

Li, S., Deng, Z., Lu, C., Wu, J., Dai, J. und Wang, Q. (2023), „An efficient global algorithm for indefinite separable quadratic knapsack problems with box constraints“, Computational Optimization and Applications: An International Journal, S. 1-33.