Huang, B., & Shen, P. (2025). An efficient global optimization algorithm for the sum of linear ratios problems based on a novel adjustable branching rule. Computational Optimization and Applications: An International Journal, 91(3), 1339-1371. https://doi.org/10.1007/s10589-025-00679-8

HUANG, Bingdi und SHEN, Peiping, 2025. An efficient global optimization algorithm for the sum of linear ratios problems based on a novel adjustable branching rule. Computational Optimization and Applications: An International Journal. 1 Juli 2025. Vol. 91, no. 3, p. 1339-1371. DOI 10.1007/s10589-025-00679-8.

Huang, B., und P. Shen. „An Efficient Global Optimization Algorithm for the Sum of Linear Ratios Problems Based on a Novel Adjustable Branching Rule“. Computational Optimization and Applications: An International Journal, Bd. 91, Nr. 3, Juli 2025, S. 1339-71, https://doi.org/10.1007/s10589-025-00679-8.

Huang, Bingdi/Shen, Peiping: An efficient global optimization algorithm for the sum of linear ratios problems based on a novel adjustable branching rule, Computational Optimization and Applications: An International Journal 2025, 1339-1371.

Huang, B. und Shen, P. (2025), „An efficient global optimization algorithm for the sum of linear ratios problems based on a novel adjustable branching rule“, Computational Optimization and Applications: An International Journal, Vol. 91 No. 3, S. 1339-1371.