[1] Li Yongming, Wei Jielin, Possibilistic fuzzy linear temporal logic and its model checking, IEEE Transactions on Fuzzy Systems, DOI 10.1109/TFUZZ.2020.2988848.
[2] Li Yongming, Lei Lihui, Li Sanjiang, Computation tree logic model checking via multi-valued possibility measures, Information Sciences, 485(2019)87–113.
[3] Li Yongming, Quantitative model checking of linear-time properties based on generalized possibility measures, Fuzzy Sets and System,320(2017)17-39.
[4] Li Yongming, Manfred Droste, Lei Lihui, Model checking of linear-time properties in multi-valued systems, Information Sciences, 377(2017)51-74.20160101.
[5] Yang Chao, Li Yongming, Approximate bisimulations and state reduction of fuzzy automata under fuzzy similarity measures,Fuzzy Sets and System, 391 (2020) 72–95.
[6] Yang Chao, Li Yongming, -Bisimulation relations of fuzzy automata, IEEE Transactions on Fuzzy Systems, 26(4)(2018)2017-2029.
[7] Mou Haijin, Li Yongming, Quantum uncertainty relations of two quantum relative entropies of coherence,Physical Review A, 102(2020) 022217/1-9.
[8] Luo Yu, Li Yongming, Min-Hsiu Hsieh,Inequivalent multipartite coherence classes and two operational coherence monotones, Physical Review A, 99 (2019), 042306:1-11.
[9] Jiri Janda, li Yongming, The sum of observables on a sigma-distributive lattice effect algebra, Soft Computing, 23(1)(2019) 6743-6753.
[10] Zhang Fugang, Li Yongming, Quantum uncertainty relations of two generalized relative entropies of coherence, Science China-Physics, Mechanics & Astronomy,61(8)(2018) 080312.
[11] Zhang Fugang, Shao Lianhe, Luo Yu, Li Yongming, Ordering states with Tsallis relative α-entropies of coherence, Quantum Information Processing,16(1)(2017), Article 31.
[12] Wei Xiujuan, Li Yongming, Fuzzy alternating automata over distributive lattices, Information Sciences, 425 (2018) 34–47.
[13] Wei Xiujuan, Li Yongming, Fuzzy alternating Buchi automata over distributive lattices, International Journal of Approximate Reasoning, 90(2017) 144-162.
[14] Guan Xuechong, Li Yongming, Kohlas Jueger, On conditions for semirings to induce compact information algebras, Mathematical Structures in Computer Science, 27(2017)460–469.
[15] Kong Shufen, Li Sanjiang, Li Yongming, Long Zhiguo, On tree-preserving constraints, Annals of Mathematics and Artificial Intelligence,81(5)(2017) 241-271.
[16] Pan Haiyu, Li Yongming, Cao Yongzhi,Ma Zhanyou, Model checking computation tree logic over finite lattices, Theoretical Computer Science, 612(2016) 45–62.