非厄米物理方向
1. Xiao-Ran Wang, Cui-Xian Guo, Kou SP,Defective Edge States and Anomalous Bulk-Boundary Correspondence in non-HermitianTopological Systems, Phys. Rev. B 101, 121116 (Rapid communication)(2020);
2. Cui-Xian Guo, Xiao-Ran Wang, Kou SP, Non-HermitianDynamical Strings and Anomalous Topological Degeneracy on non-HermitianToric-code Model with Parity-time Symmetry, Phys. Rev.B 101, 144439(2020);
3. Can Wang, Meng-Lei Yang, Cui-Xian Guo, Xiao-Ming Zhao,and Kou SP, Effective non-Hermitian physics for degenerate groundstates of a non-Hermitian Ising model with RT symmetry, EUR.PHYS.LETTS.12841001(2019);
4. Can Wang, Xiao-Ran Wang, Cui-Xian Guo, and KouSP, Defective Edge states and Anomalous Bulk-boundary Correspondence forTopological Insulators under Non-Hermitian Similarity Transformation, Int.J. Mod. Phys. B 34,2050146 (2020);
5. Cui-Xian Guo, Xiao-Ran Wang, Kou SP,Non-Hermitian Avalanche Effect: Non-Perturbative Effect Induced by LocalNon-Hermitian Perturbation on a Z2 Topological Order, EPL. 131 27002(2020);
6. Fei Yang, Heng Wang, Meng-Lei Yang, Cui-Xian Guo,Xiao-Ran Wang, Gao-Yong Sun, and Kou SP, Hidden continuous quantumphase transition without gap closing in non-Hermitian transverse Ising model,New J. Phys. 24, 043046(2022).
7. Xiao-Ran Wang, Cui-Xian Guo, Qian Du, Kou SP,State-Dependent Topological Invariants and Anomalous Bulk-BoundaryCorrespondence in Non-Hermitian Topological Systems with Generalized InversionSymmetry, CPL 37 117303 (2020) (invited review).
8. Xiao-Ming Zhao, Cui-Xian Guo, Meng-Lei Yang, HengWang, Wu-Ming Liu, and Kou SP, Anomalous non-Abelian statistics fornon-Hermitian generalization of Majorana zero modes, Phys. Rev.B 104, 214502(2021).
9. Xiao-Ming Zhao, Cui-Xian Guo, Kou SP, LinZhuang, and Wu-Ming Liu, Defective Majorana zero modes in a non-Hermitian Kitaevchain, Phys. Rev. B 104, 205131 (2021).
10. Gaoyong Sun, Jia-Chen Tang, Kou SP,Biorthogonal quantum criticality in non-Hermitian many-body systems, Front. Phys.17, 33502 (2022).
11. Jia-Chen Tang, Kou SP and GaoyongSun, Dynamical scaling of Loschmidt echo in non-Hermitian systems, Europhys.Lett. 137, 40001 (2022).
12. Qian Du, Kui Cao, and Kou SP, Physics ofPT-symmetric quantum systems at finite temperatures, Phys. Rev. A 106, 032206(2022).
13. 王晓然, 寇谡鹏, 非厄米拓扑量子态中的病态和反常, 中国科学: 物理学力学天文学第52卷第7期: 270009, 2022年.
14. Kui Cao, Qian Du, and Kou SP,Many-body non-Hermitian skin effect at finite temperatures, Phys. Rev. B108,165420(2023).
15. Fei Yang, Zheng Wei, Xianqi Tong, KuiCao, and Kou SP, Symmetry classes of dissipative topological insulators withedge dark states, Phys. Rev. B 107,165139 (2023).
16. Qian Du, Kui Cao and Kou SP,Non-Hermitian Ising model at finite temperature, Commun. Theor. Phys. 75,045701 (2023).
17. Xiao-Ran Wang, Xiao-Jie Yu, Fei Yang, and KouSP, Physical Exceptional Points without Degeneracy of Energy Levels,arXiv:2109.05980.
18. K. Cao and Kou SP, Topological phase ofmany-body non-Hermitian systems, arXiv:2311.03043 (2023).
19. Xianqi Tong, Kou SP, First-order QuantumPhase Transitions and Localization in the 2D Haldane Model with Non-HermitianQuasicrystal Boundaries, arXiv:2309.09173(2023).
20. Q. Du, Xin-Ran Ma and Kou SP,Non-Hermitian tearing by dissipation, arXiv:2307.14340 (2023).
21. Fei Yang, Zheng Wei, Tian-Meng Li, and KouSP, Topological phases in the periodically kicked Chern insulators,arXiv:2311.03961v1 (2023).
22. Fei Yang, Xue-Ping Ren, and Kou SP,Non-Hermitian Chiral Edge Modes With Complex Fermi Velocity, arXiv:2307.14144(2023).
23. X. Ma, K. Cao, X. Wang, Z. Wei, Kou SP,Chiral Skin Effect, arXiv:2304.01422v1 (2023).
24. Gaoyong Sun, Kou SP, AufbauPrinciple for Non-Hermitian Systems, arXiv:2307.04696 (2023).
25. Chao-Ze Lu, Xiaolong Deng, Kou SP,Gaoyong Sun, Unconventional many-body phase transitions in a non-HermitianIsing chain, arXiv:2311.11251(2023).
拓扑量子态方向
1． Yu J, KouSP and Wen XG，Topologicalquantum phase transition in the transverse Wen-plaquette model, EUR.PHYS.LETTS, 84 17004,(2008).
2． KouSP, Levin M, and Wen XG, Mutual Chern-Simons theory for Z2topological order, PHYS. REV.B 78,155134 (2008).
3． Cai Z, ChenS, Kou SP, and Wang YP, Properties of a class of topological phasetransitions, PHYS REV.B 78,035123, (2008).
4． KouSP, Topological Quantum Computation via Quantum Tunneling Effect,PHYS. REV. LETT. 102,120402 (2009).
5． Yu Jand Kou SP, Macroscopic quantum tunneling effect of Z2topological order, PHYS.REV. B80, 075107 (2009).
6． KouSP, Yu J and Wen XG, Mutual Chern-Simons Landau-Ginzburg Theory forContinuous Quantum Phase Transition ofZ2 topological order, PHYS.REV. B.80,125101(2009).
7． KouSP, Realization of Topological Quantum Computation with planar codes, PHYS.REV. A80, 052317(2009).
8． KouSP and Wen XG, Translation-symmetry-protected topological orders inquantum spin systems, PHYS.REV. B 80, 224406(2009), Highlights byEditors‘suggestions.
9． Liu LF andKou SP, Topological quantum phase transition between quantum spinHall state andquantum anomalous Hall state, INTJ MODPHYS B，25, 2323 (2011).
10． KouSP and Wen XG,Translationinvariant topological superconductorson lattice, PHYS.REV. B 82，144501（2010）.
11． ZhangL, KouSP, Deng YJ, Quench dynamics of TQPT in Wen-plaquette model,PHYS.REV. A 83, 062113 (2011).
12． LiuLF,ChenBL and Kou SP，classification ofTopological Insulators with Time-reversal and Inversion Symmetry, Commun.Theor.Phys. 55 904(2011).
13． R.-Z.Qiu, KouSP,Z.-X. Hu, Xin Wan, and S. Yi, Quantum Hall effects in fast rotating Fermi gases with anisotropicdipolar interaction, PHYS. REV.A 83,063633 (2011).
14． W.L.Yang, Zhang-qi Yin, Z. X. Chen , Kou SP, M. Feng, and C.H. Oh,Quantum simulation of artificial Abelian gauge fieldusing nitrogen-vacancycenter ensembles coupled to superconducting resonators, PHYS.REV. A 86,012307 (2012).
15． L.F.Liu,X.L. Zhang, and Kou SP, Symmetry-protected quantum phase transitionin topological Insulators, Eur.Phys. J. B85. 271 (2012).
16． JingHe,Jing Yu, Xing-HaiZhang and Kou SP, Emergent supersymmetric manybody systems in adoped Z2 topological order, arXiv:1210.3232.
17． JingHe, Ying-Xue Zhu,Ya-Jie Wu, Lan-FengLiu, Ying Liang, and Kou SP, Particle-HoleSymmetryProtected Zero Modes on Vacancies in the Topological Insulators andTopologicalSuperconductors on the Honeycomb Lattice, PHYS. REV.B 87,075126 (2013).
18． JingYu,Xing-Hai Zhangand Kou SP, Majorana Edge States for Z2 TopologicalOrders of theWen-plaquette Model and the Toric-code Model, PHYS. REV. B 87,184402(2013).
19． C.L.Zang, Jing Yu, Wan-LiYang, Mang Feng, Kou SP, ManipulatingSchrodinger Cat State of anIsing Chain via Quantum Tunneling Effect, INT. J.MOD.PHYS. B 27,1350176 (2013).
20． J.Zhou, Y. J. Wu, R. L.Wu, Kou SP, Hierarchical topologicalsuperconductor —A Majorana vortex lattice model, EPL,102 (2013) 47005.
21． Xin-hua Peng,Zhi-huang Luo, Wen-qiang Zheng, Kou SP, Dieter Suter, and Jiang-feng Du,Experimental Implementation of Adiabatic Passage between Different TopologicalOrders, Phys. Rev. Lett. 113,080404(2014).
22． Ya-JieWu,Jing He,and Kou SP, Topological Mid-gap States of Chern Insulatorwith Flux-Superlattice, EPL，105，47002 (2014).
23． JiangZhou, Shi-Zhu Wang,Ya-Jie Wu, Rong-Wu Li, and Kou SP, TopologicalMid-gap States of px+ipy Topological Superconductor with Vortex superlattice, PhysicsLetters A378,2576 (2014).
24． Ya-JieWu,Jing He, Kou SP, Realizing Universal Majorana Fermionic QuantumComputation, PHYS. REV.A 90, 022324 (2014).
25． JingHe,Ying Liang, and Kou SP, Topological hierarchy insulators and topologicalfractal insulators, EPL, 112,17010 (2015).
26． He,Jing; KouSP, Topological hierarchy matters - topological matters with superlatticesof defects, CHINESE PHYSICS B25, 117310 (2016) （invited review).
27． Cheng,Qiu-Bo;He, Jing; Yu, Jing, Zhao, XM, Kou SP, Polygon sign rules ofMajoranafermions in two-dimensional topological superconductors, INT.J.MOD.PHYS.30,1650213 (2016).
28． Cheng,Qiu-Bo, He,Jing, Kou SP, Verifying non-Abelian statistics bynumerical braiding Majorana fermions, Physics Letters A,V380, 779(2016).
29． Xiao-MingZhao, Xiao Kong,Cui-Xian Guo,Ya-Jie Wu, Kou SP, Fermi Arcs inTilted WeylSemimetals: Classification, Evolution and Transport Properties, EPL120 47004(2017).
30． Zhao,Xiao-Ming;Yu, Jing; He, Jing, Cheng, QB, Liang Y, Kou SP, Thesimulation ofnon-Abelian statistics of Majorana fermions in Ising chain with Z2 symmetry,MOD. PHYS. LETTS. B, V31, 1750123 (2017).
31． He,Jing;Kong,Xiao; Wang, Wei, Kou SP, Type-II nodal line semimetal, NEWJOURNALOF PHYSICS 20, 053019 (2018).
32． Bogoliubovexcitationsin a Bose-Hubbard model on a hyperhoneycomb lattice, Zhou,Wen-yan; Wu,Ya-jie; Kou SP, CHINESE PHYSICS B V27, 050302(2018).
33． Chen,Tian,Zhang,Shihao, Zhang, Yi, Liu, Yulong, Kou SP, Sun, Houjun,Zhang,Xiangdong, Experimental observation of classical analogy of topologicalentanglement entropy, Nature Communications. 10, 1557 (2019).
34． Wang,Heng,Cheng, Qiu-Bo, Kong, Xiao, Guo,Cui-Xian, Wu, Ya-Jie, Kou SP,Non-locality effect of Majorana fermions via local entanglement entropy,ModernPhysics Letters B, 36. 2150087, (2020).
35． YaJieWu, Tan-Biao, Gao, Kou SP, Majorana corner modes in an s-wavesecondorder topological superfluid, Journal of Physics. Condensed matter,32:145601(2020).
36. Nana Chang, Sinan Gundogdu, Daniel Leykam, Dimitris G. Angelakis, Kou SP, Sergej Flach, andAleksandra Maluckov, Nonlinear Bloch wave dynamics inphotonic Aharonov–Bohmcages, APL Photonics 6, 030801 (2021).
37. Bokun Lyu, Yang Li, Qianwen Jia,Haojie Li,Guoxia Yang, Fengzhao Cao, KouSP, Dahe Liu, Tun Cao, Guixin Li, andJinwei Shi, Manipulating the Chiralityof Moiré Meta surface by Symmetry Breaking, Laser Photonics Rev.,17, 2201004(2023).
38． KouSP, Unique Quantum Topological State with Emergent Quantum Gravity,arXiv:1907.13436.
关联电子系统方向
1. CaiZ,Chen S, Kou SP, Wang YP，Two-dimensionalspin-1frustrated Heisenberg model with valence-bond ground states，PHYS REV. B76, 054443，(2007).
2. KouSP, Spin-charge separation in a nodal antiferromagnetic insulator，PHYS. REV. B 78,233104（2008）.
3. SunGYand Kou SP, Quantum Non-Magnetic states near Metal-InsulatorTransition，EUR. PHYS.LETTS, 87 67002(2009).
4. SunGYand Kou SP, Anomalous Spin Dynamics of Hubbard Model on HoneycombLattices, J.Phys.: Condens. Matter 23 (2011) 045603.
5. KouSP, Liu LF, He J, Wu YJ, Quantum spin liquid in with fermionizedvortices,EUR. PHYS.J. B. 81, 165(2011).
6. HeJ, KouSP, Liang Y, Feng SP, Chiral Spin Liquid in Correlated TopologicalInsulator, PHYS. REV. B 83, 205116 (2011).
7. HeJ,Zong YH, Kou SP, Liang Y, Feng SP, Topological Spin Density Wave,PHYS. REV.B 84, 035127 (2011).
8. HeJ,Liang Y，Kou SP, Composite spinliquid in correlatedtopological insulator – spin liquid without spin-charge separation, PHYS.REV. B85, 205107 (2012).
9. PengLiand Kou SP, Topological edge states in spin 1bilinear-biquadraticmodel, Journal of Physics: Condensed Matter, 24 446001(2012).
10. Yan-HuaZong, Jing He,and Kou SP, Quantum spin liquid in interactingKane-Mele model withstaggered on-site potential, Eur. Phys. J. B (2013) 86:28.
11. JingHe,Bo Wang,and Kou SP, Ferromagnetism and Antiferromagnetism ofCorrelatedTopological Insulator with Flat Band, PHYS.REV. B 86,235146(2012).
12. YingLiang, Jing He,Ya-Jie Wu, Ying-Xue Zhu, and Kou SP, Topological SuperconductorsinCorrelated Topological Insulators on the Honeycomb Lattice, Eur. Phys. J. B86:466 (2013).
13. Ya-JieWu,Jiang Zhou,and Kou SP, Strongly Fluctuating Fermionic Superfluidin Attractiveπ-Flux Hubbard Model, PHYS.REV. A 89, 013619 (2014).
14. Ya-JieWu,Jiang Zhou,and Kou SP, Quantum Phase Liquid - Fermionic Superuid without PhaseCoherence, EPL，105，47002 (2014).
15. Ying-XueZhu, Jing He,Chun-Li Zang, Ying Liang, Kou SP，MagneticTopological Insulators at FiniteTemperature，J. Phys.: Condens.Matter 26, 175601(2014).
16. Yang Li,Jing He,and Kou SP, Theory of Vacancy-Induced Intrinsic Magnetic Impuritywith Quasi-Localized Spin Moment in Graphene, PHYSICALREVIEW B 90,201406(R)(2014).
17. Yang Xue,Jing He,Xing-Hai Zhang and Kou SP, Theory of ferrimagnetism in the Hubbardmodel on bipartite lattices with spectral symmetry, J. Phys.: Condens.Matter27, 356001 (2015).
18. Ya-JieWu, Ning Li,and Kou SP, Chiral topological superfluids in the attractiveHaldane-Hubbard model with opposite Zeeman energy at two sublatticesites, Eur.Phys. J. B. 88, 255 (2015).
19. Ya-JieWu, Ning Li, JingHe, Kou SP, Antiferromagnetic order driven chiral topological spindensity waves on the repulsive Haldane-Hubbard model on squarelattices, J.Phys.: Condens. Matter,V28, 115602 (2016).
20. Li, Yang;Dong,Shuai, Kou SP, Topological end states in two-orbitaldouble-exchange model for colossal magnetoresistivemanganites, PHYS.REV. B, V93, 085139 (2016).
21. Wu,Ya-Jie; Li, Ning; He,Jing, Kou SP, Chiral quantum spin liquid onthe repulsiveHaldane-Hubbard model in square lattices, J. Phys.: Condens.Matter, V29, 465601(2017).
22. Zhou,Jiang,Wu,Ya-Jie, Kou SP, Duality of deconfined quantum critical point intwo dimensional Dirac semimetals, Chinese Physics B28, 017402 (2019).
23. JiangZhou, Ya-Jie Wu,and Kou SP, Quantum critical duality in two-dimensional Diracsemimetals, Chinese Phys. B28 017402 (2019).
24. GaoyongSun, Bo-BoWei, Kou SP, Fidelity as a probe for a deconfined quantumcritical point, Phys. Rev. B100, 064427 (2019).
25. Zhou J,Qi X , WuY, Kou SP, Parity anomaly of lattice Maxwell fermions in twospatial dimensions, Journal of Physics: Condensed Matter, 32. 405503(2020).
26. Xin Liu,Wenjie Song, Mei Wu, Yuben Yang, Ying Yang,Peipei Lu, Yinhua Tian, YuanweiSun, Jingdi Lu, Jing Wang, Dayu Yan, Youguo Shi,Nian Xiang Sun, Young Sun,Peng Gao, Ka Shen, Guozhi Chai, Kou SP,Ce-Wen Nan & Jinxing Zhang, Magnetoelectric phase transition driven byinterfacial-engineered Dzyaloshinskii-Moriya interaction, Nature Communications12, 5453 (2021).
高温超导方向
1. Kou SP, WengZY, Topological gauge structure and phase diagram for weaklydopedantiferromagnets，PHYS. REV.LETT 90, 157003（2003）.
2. Kou SP, WengZY，Holes as dipoles in a dopedantiferromagnetand stripe instabilities，PHYS. REV. B67, 115103（2003）.
3. Kou SP，Fermion zero modes around skyrmions in thet'-J model，MOD. PHYS.LETT B 17, 871(2003) .
4. Kou SP, QIXL，Weng ZY，MutualChern-Simons effective theory of doped antiferromagnets，PHYS. REV. B 71，235102（2005）.
5. Kou SP, QIXL，Weng ZY，Spin Hall effectin a doped Mott insulator，PHYS. REV. B72，165114（2005）.
6. YangF, KouSP，Growth of asinglestripe and a stripe phasefrom in dividual holes in the low-doping regime of astrongly correlatedelectron system，PHYS.REV. B 72, 085134 (2005).
7. KouSP, WengZY ，Self-localization of holes in a lightlydopedMott insulator，EUR. PHYS.J. B 47，37（2005-09）.
8. KouSP, TaoLi, and Weng ZY, Coupled Local Moments and Itinerant Electrons in Iron-BasedSuperconductors, EUR. PHYS. LETTS, 88，17010 (2009).
9. YangF, KouSP and Weng ZY, Collective spin mode in a multicomponent system ofcoupled itinerant and localized electrons，PHYS. REV. B81, 245130（2010）.
10. You YZ, Yang F, Kou SP,WengZY, Magnetic and superconducting instabilities in a hybrid model ofitinerant/localized electrons for iron pnictides, PHYS. REV. B 84,054527(2011).
11. YouYZ, Yang F, KouSP, WengZY, Phase diagram and a possible unifed description of intercalated ironselenide Superconductors，Phys. Rev.Lett. 107, 167001 (2011).
冷原子中的多体物理方向
1. Kou SP and Li RH, BosonicGutzwiller projection approach for the Bose-Hubbard Model , INT JMOD PHYS B21,249 (2007).
2. KouSP andLi RH， Quantum critical point in stronglycorrelated Rb-87 atoms in optical lattice，PHYS.LETT. A361, 418 (2007).
3. ChenBL,HuangXB, Kou SP, Zhang YB，Mott-HubbardTransition of Bosons in Optical Lattices with Three-body Interactions，PHYS.REV.A 78,043603，(2008).
4. ChenBL, KouSP,Zhang YB and Chen S, Quantum Phases of Bose-Hubbard Model in OpticalSuperlattices, PHYS. REV.A 81, 053608 (2010).
5. Chen BL and KouSP, Emergence of Topological Fermi Liquid from a Strongly CorrelatedBosonic System in Optical Superlattices, MOD. PHYS. LETT B25, 813 (2011).
6. Xing-HaiZhangand Kou SP, Mott Insulator-Superfluid Transition in a GeneralizedBose-Hubbard Model with Topologically Non-trivial Flat-Band,InternationalJournal of Modern Physics B. V 27, 1250214 (2012).
7. WuYJ, He J, ZangCL, Kou SP，TopologicalSuperfluid in P-band Optical Lattice，PHYS.REV. B86, 085128 (2012).
8. WuYJ, He J, ZangCL, Kou SP , Topological superfluid in a fermionic bilayeroptical lattice, Eur. Phys. J. B86: 105(2013) .
9. Xing-HaiZhang,Wen-Jun Fan, Jin-Wei Shi, and Kou SP, Ultracold Quantum Gases inOptical Lattice with Topological Defects: Its Physics andExperimentalProposal, New J. Phys. 17, 103019 (2015).
10. Kou SP, Knot Physics onEntangled Vortex-Membranes: classification, Dynamics and Effective Theory, Int.J Mod. Phys. B, V32, 1850090 (2018) (77 pages).
11. Kou SP, Topological Interplaybetween Knots and Entangled Vortex-Membranes, arxiv: 1706.06879,published as achapter in book “Superfluidsand Superconductors”.
12. Kou SP, Kelvin wave and knotdynamics on entangled vortices, INT. J. MOD. PHYS, Vol. 31 (2017)1750241(86pages).
13. Kong, Xiao; He, Jing;Liang, Ying, KouSP, Tunable Weyl semimetal and its possible realization in opticallattices, PHYS. REV.A95, 033629 (2017).
14. Wu,Ya-Jie; Zhou,Wen-Yan; KouSP, Bogoliubov excitations in the Bose-Hubbard extension of a Weylsemimetal, PHYS. REV.A95, 023620 (2017).
15. Wu, Ya-Jie; KouSP,Fractionalizedflux, Majorana fermions and non-Abelian anyons in topological superfluid onoptical lattices, EPL, 116, 13002 (2016).
16. Wu, Ya-Jie; Li, Ning; KouSP,Majorana modes and topological superfluids for ultracold fermionic atoms inanisotropic square optical lattices, Eur. Phys. J. B 89, 282 (2016).
17. Wu, Ya-Jie; Li, Ning; Zhou,Jiang, KouSP, Jing Yu, Majorana modes and s-wave topological superfluids in ultracoldfermionic atoms, J. Phys.B-ATOMIC MOLECULAR ANDOPTICAL PHYSICS, V49,185301(2016).
18. Chang NN, JingWQ, Zhang Y, Zhang AX , JK, Kou SP, Collapses-revivals phenomenainduced by weak magnetic flux in diamond chain, Chinese physics B.29,010306(2020).
介观物理方向
1. KouSP,Liang JQ, Zhang YB, et al., Crossover from thermal hopping to quantum tunnelingin Mn12Ac, PHYS.REV. B 59, 6309 （1999）.
2. Kou SP,Liang JQ, Zhang YB, et al., Macroscopic quantum coherence in mesoscopicferromagnetic systems, PHYS. REV. B59, 11792（1999）.
3. ZhangYB, NieYH, Kou SP, et al., Periodic instanton and phase transitioninquantum tunneling of spin systems, PHYS.LETT. A 253, 345（1999）.
4. Zhang YB,Liang JQ,Muller-Kirsten HJW, Kou SP, Wang XB and Pu FC，Quantum-classical phase transition of escaperates inbiaxial spin particles, PHYS. REV. B 60, 12886（1999）.
5. Zhu JL,Lu R, KouSP, et al.，Resonant quantum coherence of magnetizationat excitedstates in nano-spin systems with different crystal symmetries， EUR. PHYS. J B 16,507 （2000）.
6. Lu R, Kou SP, ZhuJL, et al.，Magnetizationquantum tunneling at excitedlevels for a biaxial spin system in an arbitrarily directed magnetic field，PHYS. REV. B62, 3346（2000）.
7. Jin,YH, Kou, SP,Liang, JQ, et al.，Deviation ofcoherent state caused by dissipation，MOD.PHYS.LETT. B 14, 267（2000）.
8. Kou, SP, Liang,JQ, Pu, FC，Effective Landau theory for crossover fromthermal hopping to quantum tunneling，J PHYS-CONDENS.MAT. 13, 2627（2001）.
9. Kong, Xiao, He, Jing, Li,Yang, Liang Ying, Kou SP, Magnetic interactions betweenvacancy-induced intrinsic magnetic impurities in single-wall carbonnanotubes,Eur. Phys. J. B V89, 205 (2016).
量子场论方向
1. Liang LQ,Müller-Kirsten HJ, Zhang YB, Shurgaia AV, Kou SP, and Park DK，Periodic bounce for the nucleation rate atfinitetemperature in minisuperspace models，PHYS. REV. D62, 025017，（2000）.
2. Kou SP，The relation between chiral symmetry spontaneouslybreaking and confinement in QED，INT JMODPHYS A 16, 2253（2001）.
3. Kou SP，Quark-confinement mechanism for SU(2)Yang-Mills theory inabelian gauge，EUR. PHYS. J C19, 113（2001）.
4. Kou SP，The mechanism of Migdal recursion relation and phasediagrams of Yang-Mills Fields, MOD.PHYS. LETT. A 18, 1837（2003）.
5. Kou SP，Dual gauge structure and supersymmetry in fermionic-sigmamodel，MOD. PHYS.LETT. A20, 1915 (2005).