Holographic Algorithms on Domain Size k > 2. - Zhiguo Fu; Jin-Yi Cai (TAMC, 2012)

Holographaic Alogorithms on Bases of Rank 2 - Zhiguo Fu; Fengqin Yang (CoRR, 2013)

A collapse theorem for holographic algorithms with matchgates on domain size at most 4. - Jin-Yi Cai; Zhiguo Fu (Inf. Comput., 2014)

Holographic algorithms on bases of rank 2. - Zhiguo Fu; Fengqin Yang (Inf. Process. Lett., 2014)

A Holant Dichotomy: Is the FKT Algorithm Universal? - Jin-Yi Cai; Zhiguo Fu; Heng Guo 001; Tyson Williams (FOCS, 2015)

A Complexity Trichotomy for the Six-Vertex Model. - Jin-Yi Cai; Zhiguo Fu; Shuai Shao 001 (CoRR, 2017)

On Blockwise Symmetric Matchgate Signatures and Higher Domain #CSP. - Zhiguo Fu (CoRR, 2017)

Complexity classification of the six-vertex model. - Jin-Yi Cai; Zhiguo Fu; Mingji Xia (Inf. Comput., 2018)

Complexity of Counting Weighted Eulerian Orientations with ARS. - Jin-Yi Cai; Zhiguo Fu; Shuai Shao 001 (CoRR, 2019)

On blockwise symmetric matchgate signatures and higher domain #CSP. - Zhiguo Fu; Fengqin Yang; Minghao Yin (Inf. Comput., 2019)

From Holant to Quantum Entanglement and Back. - Jin-Yi Cai; Zhiguo Fu; Shuai Shao 001 (ICALP, 2020)

Beyond #CSP: A dichotomy for counting weighted Eulerian orientations with ARS. - Jin-Yi Cai; Zhiguo Fu; Shuai Shao 001 (Inf. Comput., 2020)

Adaptive Weighted Finite Mixture Model: Identifying the Feature-Influence of Real Estate. - Xin Xu; Yanjie Fu; Jingyi Wu; Yuqi Wang; Zeyu Huang; Zhiguo Fu; Minghao Yin (Trans. Data Sci., 2020)

New Planar P-time Computable Six-Vertex Models and a Complete Complexity Classification. - Jin-Yi Cai; Zhiguo Fu; Shuai Shao 001 (SODA, 2021)

The Implicit Regularization of Momentum Gradient Descent with Early Stopping. - Li Wang; Yingcong Zhou; Zhiguo Fu (CoRR, 2022)

Beyond Windability: An FPRAS for The Six-Vertex Model. - Zhiguo Fu; Junda Li; Xiongxin Yang (CoRR, 2022)

Local holographic transformations: tractability and hardness. - Peng Yang; Zhiguo Fu (Frontiers Comput. Sci., 2022)

FKT is Not Universal - A Planar Holant Dichotomy for Symmetric Constraints. - Jin-Yi Cai; Zhiguo Fu; Heng Guo 001; Tyson Williams (Theory Comput. Syst., 2022)

Holographic Algorithm with Matchgates Is Universal for Planar #CSP over Boolean Domain. - Jin-Yi Cai; Zhiguo Fu (SIAM J. Comput., 2022)

The Implicit Regularization of Momentum Gradient Descent in Overparametrized Models. - Li Wang; Zhiguo Fu; Yingcong Zhou; Zili Yan (AAAI, 2023)

Approximability of the Four-Vertex Model. - Zhiguo Fu; Tianyu Liu; Xiongxin Yang (CoRR, 2023)

A Complexity Trichotomy for k-Regular Asymmetric Spin Systems Using Number Theory. - Jin-Yi Cai; Zhiguo Fu; Kurt Girstmair; Michael Kowalczyk (Comput. Complex., 2023)

Holographic Algorithms on Domains of General Size. - Zhiguo Fu; Jin-Yi Cai (Theory Comput. Syst., 2023)

Complexity classification of the eight-vertex model. - Jin-Yi Cai; Zhiguo Fu (Inf. Comput., 2023)

THPLM: a sequence-based deep learning framework for protein stability changes prediction upon point variations using pretrained protein language model. - Jianting Gong; Lili Jiang; Yongbing Chen; Yixiang Zhang; Xue Li; Zhiqiang Ma; Zhiguo Fu; Fei He; Pingping Sun; Zilin Ren; Mingyao Tian (Bioinform., 2023)

Continual text classification based on knowledge distillation and class-aware experience replay. - Fengqin Yang; Yinshu Che; Mei Kang; Shuhua Liu; Zhiguo Fu (Knowl. Inf. Syst., 2023)

CodonBERT: a BERT-based architecture tailored for codon optimization using the cross-attention mechanism. - Zilin Ren; Lili Jiang; Yaxin Di; Dufei Zhang; Jianli Gong; Jianting Gong; Qiwei Jiang; Zhiguo Fu; Pingping Sun; Bo Zhou; Ming Ni (Bioinform., 2024)

A complexity trichotomy for k-regular asymmetric spin systems with complex edge functions. - Peng Yang; Yuan Huang; Zhiguo Fu (Theor. Comput. Sci., 2024)

The computational complexity of Holant problems on 3-regular graphs. - Peng Yang; Yuan Huang; Zhiguo Fu (Theor. Comput. Sci., 2024)

Rehearsal-free continual few-shot relation extraction via contrastive weighted prompts. - Fengqin Yang; Mengen Ren; Delu Kong; Shuhua Liu; Zhiguo Fu (Neurocomputing, 2025)