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    (1) Wei Bo Zhang and Guang-Yu Zhu*, A multi-objective optimization of PCB prototyping assembly with OFA based on similarity of intuitionistic fuzzy sets, IEEE Transactions on Fuzzy Systems, 2021,29(7):2054-2061.  (SCI, ÖпÆÔºÒ»Çø,topÆÚ¿¯, IF:12.029)

    (2) ZQ Jian, GY Zhu*, Affine invariance of meta-heuristic algorithms, Information Sciences, 2021, 576: 37-53 (SCI, ÖпÆÔºÒ»Çø, topÆÚ¿¯, IF:6.795)

    (3) ZQ Jian, GY Zhu*, Optimal Foraging Algorithm with Direction Prediction. Applied Soft Computing, 2021, 111: 107660. (SCI, ÖпÆÔºÒ»Çø, topÆÚ¿¯,  IF:6.725)

    (4) Xu, Wen-Jie; He, Li-Jun; Zhu, Guang-Yu*; Many-objective flow shop scheduling optimisation with genetic algorithm based on fuzzy sets, International Journal of Production Research, 2021,59(3):702-726.    (SCI, ÖпÆÔº¶þÇø, IF:8.568)

    (5) Guang-Yu Zhu, Cen Ding and Wei Bo Zhang, Optimal foraging algorithm that incorporates fuzzy relative entropy for solving many-objective permutation flow shop scheduling problems, 2020, IEEE Transactions on Fuzzy Systems, 2020, 28(11): 2738 ¨C 2746. (SCI, ÖпÆÔºÒ»Çø,topÆÚ¿¯, IF:9.518)

    (6) Zhu Guang Yu; Ju Xue Wei; Zhang Wei Bo*; Multi-objective sequence optimization of PCB component assembly with GA based on the discrete Frechet distance , International Journal of Production Research, 2018, 56(11):4017-4034.   (SCI, ÖпÆÔºÒ»Çø, topÆÚ¿¯, IF:4.213)

    (7) Zhang Wei Bo; Zhu Guang Yu*; Drilling Path Optimization by Optimal Foraging Algorithm , IEEE Transactions on Industrial Informatics, 2018, 14(7): 2847-2856. (SCI, ÖпÆÔºÒ»Çø,topÆÚ¿¯, IF:9.112)

    (8) Guang-Yu Zhu, Li-Jun He, Xue-Wei Ju, Wei-Bo Zhang*, A fitness assignment strategy based on the grey and entropy parallel analysis and its application to MOEA, European Journal of Operational Research, 2018, 265(3):813-828 (SCI, ÖпÆÔºÒ»Çø, topÆÚ¿¯, IF:4.213)

    (9) Zhu, Guang-Yu*; Zhang, Wei-Bo; Optimal foraging algorithm for global optimization, Applied Soft Computing, 2017, 51: 294-313. (SCI, ÖпÆÔºÒ»Çø,topÆÚ¿¯, IF:5.427)

    (10) Guang-Yu Zhu*; Wei-Bo Zhang; An improved Shuffled Frog-leaping Algorithm to optimize component pick-and-place sequencing optimization problem, Expert Systems with Applications, 2014, 45(15): 6818-6829. (SCI, ÖпÆÔºÒ»Çø,topÆÚ¿¯, IF:5.452)



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