[68] Y. Zou, R. V. Donner, N. Marwan, J. F. Donges, and J. Kurths. Complex network approaches to nonlinear time series analysis. Physics Reports , 787 , 197, 2019.
[67] Y. Zou, Z. Y. Zhao, D. Z. Yin, M. X. Fan, M. Small, Z. H. Liu, C. C. Hilgetag, and J. Kurths. Brain anomaly networks uncover heterogeneous functional reorganization patterns after stroke. NeuroImage: Clinical, 20 , 523530, 2018.
[66] Y. Zou, E. E. N. Macau, G. Sampaio, A. M. T. Ramos, and J. Kurths. Characterizing the exceptional 2014 drought event in Sao Paulo by drought period length. Climate Dynamics , 51 , 433442, 2018.
[65] H. Guo, J. Y. Zhang, Y. Zou, S. G. Guan. Cross and joint ordinal partition transition networks for multivariate time series analysis. Frontiers of Physics, 13 , 130508, 2018. (Corresponding author)
[64] Y. N. Huang, M. Tang, Y. Zou, J. Zhou. Hybrid phase transitions of spreading dynamics in multiplex networks. Chinese Journal of Physics , 56 , 11661172, 2018.
[63] A. M. T. Ramos, Y. Zou, G. Sampaio, J. Kurths, and E. E. N. Macau. Unveiling nonstationary coupling between Amazon and ocean during recent extreme events. Climate Dynamics , 50 , 767776, 2018.
[62] D. G. de B. Costa, B. M. da F. Reis, Y. Zou, M. G. Quiles, E. E. N. Macau. Recurrence density enhanced complex networks for nonlinear time series analysis. Int. J. Bifurcation and Chaos , 28 , 1850008, 2018. (Corresponding author)
[61] J. Zhou, Y. Zou, S. Guan, Z. Liu, Xiao G. X., and S. Boccaletti. Connection adaption for control of networked mobile chaotic agents. Scientific Reports , 7 , 16069, 2017.
[60] C. S. Wang, Y. Zou, S. Guan, J. Kurths. Cartesian Product of Synchronization Transitions and Hysteresis. New Journal of Physics , 13, 130201, 2017. (Corresponding author)
[59] H. Guo, A. M. T. Ramos, E. E. N. Macau, Y. Zou, S. G. Guan. Constructing regional climate networks in the Amazonia during recent drought events. PloS ONE , 12 (10), e0186145, 2017. (Corresponding author).
[58] J. Y. Zhang, J. Zhou, M. Tang, H. Guo, M. Small, Y. Zou. Constructing ordinal partition transition networks from multivariate time series. Scientific Reports, 7, 7795, 2017. (Corresponding author)
[57] L. M. Ying, J. Zhou, M. Tang, S. G. Guan, Y. Zou. Meanfield approximations of fixation time distributions of evolutionary game dynamics on graphs. Frontiers of Physics, 13, 130201, 2017. (Corresponding author)
[56] X. Y. Nie, M. Tang, Y. Zou, S. G. Guan, J. Zhou. The impact of heterogeneous response on coupled spreading dynamics in multiplex networks. Physica A, 484, 225232, 2017.
[55] R. Zhang, Y. Zou, J. Zhou, Z. K. Gao, and S. G. Guan. Visibility graph analysis for resampled time series from autoregressive stochastic processes. Communications in Nonlinear Science and Numerical Simulation, 42, 396403, 2017. (Corresponding author)
[54] W. C. Zhou, Y. Zou, J. Zhou, Z. H. Liu, and S. G. Guan. Intermittent Bellerophon state in frequencyweighted Kuramoto model. Chaos, 26, 123117, 2016.
[53] J. Zhou, Y. Zou, S. Guan, Z. Liu, and S. Boccaletti. Synchronization in slowly switching networks of coupled oscillators. Scientific Reports, 6, 35979, 2016.
[52] S. Boccaletti, J. A. Almendral, S. Guan, I. Leyva, Z. Liu, I. SendinnaNadal, Z. Wang, Y. Zou. Explosive transitions in complex networks' structure and dynamics: percolation and synchronization. Physics Reports, 660, 194, 2016.
[51] H. Bi, X. Hu, S. Boccaletti, X. Wang, Y. Zou, Z. Liu and S. Guan. Coexistence of quantized, time dependent, clusters in globally coupled oscillators. Physical Review Letters, 117, 204101, 2016.
[50] T. Qiu, S. Boccaletti, I. Bonamassa, Y. Zou, J. Zhou, Z. Liu, and S. Guan, Synchronization and Bellerophon states in conformist and contrarian oscillators, Scientific Reports, 6, 36713, 2016.
[49] L. Y. Zhang, L. M. Ying, J. Zhou, S. G. Guan, and Y. Zou. Fixation probabilities of evolutionary coordination games on two coupled populations. Physical Review E, 94, 032307, 2016. (Corresponding author)
[48] Y. Zou, E. E. N. Macau, G. Sampaio, A. Mario, and J. Kurths. Do the recent severe droughts in the Amazonia have the same period of length? Climate Dynamics, 46, 32793285, 2016.
[47] Y. Zou, R. V. Donner, M. Thiel, and J. Kurths. Disentangling regular and chaotic motion in the standard map using complex network analysis of recurrences in phase space. Chaos, 26, 023120, 2016.
[46] X. Y. Zhang, S. G. Guan, Y. Zou, X. S. Chen and Z. H. Liu. Suppressing explosive synchronization by contrarians. Europhysics Letter (EPL), 113, 28005, 2016.
[45] M. H. Zheng, C. Q. Wang, J. Zhou, M. Zhao, S. G. Guan, Y. Zou, and Z. H. Liu. Nonperiodic outbreaks of recurrent epidemics and its network modelling. Scientific Reports, 5, 16010, 2015.
[44] V. Vlasov, Y. Zou, T. Pereira. Explosive synchronization is discontinuous. Physical Review E, 92, 012904, 2015.
[43] S. F. Ma, H. J. Bi, Y. Zou, Z. H. Liu, and S. G. Guan. Shuttlerun synchronization in mobile ad hoc networks. Frontiers of Physics, 10, 100505, 2015.
[42] L.Y. Zhang, Y. Zou, S. G. Guan, Z. H. Liu. Analytical description for the critical fixations of evolutionary coordination games on finite complex structured populations. Physical Review E, 91, 042807, 2015. (Corresponding author)
[41] Y. Zou, R. V. Donner, and J. Kurths. Analyzing longterm correlated stochastic processes by means of recurrence networks: Potentials and pitfalls. Physical Review E, 91, 022926, 2015.
[40] Z.K. Gao, Y.X. Yang, P.C. Fang, Y. Zou, C.Y. Xia, and M. Du. Multiscale complex network for analyzing experimental multivariate time series. Europhysics Letter (EPL), 109, 30005, 2015.
[39] H. J. Bi, X. Hu, X. Y. Zhang, Y. Zou, Z. H. Liu, and S. G. Guan, Explosive oscillation death in coupled StuartLandau oscillators. Europhysics Letter (EPL), 108, 50003, (2014).
[38] Y. Zou, R. V. Donner, N. Marwan, M. Small, and J. Kurths. Longterm changes in the northsouth asymmetry of solar activity: a nonlinear dynamics characterization using visibility graphs. Nonlinear Processes in Geophysics, 21, 11131126, 2014.
[37] W. W. Huang, X. Y. Zhang, X. Hu, Y. Zou, Z. H. Liu, S. G. Guan. Variation of critical point of aging transition in a networked oscillators system. Chaos, 24, 023122, 2014.
[36] R. V. Donner, J. F. Donges, Y. Zou, and J. H. Feldhoff. Complex network analysis of recurrences. Book chapter in: C. L. Webber Jr. and N. Marwan (eds.), Recurrence Quantification Analysis: Theory and Best Practices, Springer, 101163, 2015.
[35] Y. Zou, M. Carmen Romano, M. Thiel, J. Kurths. Identifying coupling directions by recurrences. Book chapter in: C. L. Webber Jr. and N. Marwan (eds.), Recurrence Quantification Analysis: Theory and Best Practices, Springer, 6599, 2015.
[34] N. Malik, N. Marwan, Y. Zou, P. J. Mucha, and J. Kurths. Fluctuation of similarity to detect transitions between distinct dynamical regimes in short time series. Physical Review E, 89, 062908, 2014.
[33] X. Y. Zhang, Y. Zou, S. Boccaletti, and Z. H. Liu. Explosive synchronization as a process of explosive percolation in dynamical phase space. Scientific Reports, 4, 5200, 2014.
[32] Y. Zou, T. Pereira, M. Small, Z. H. Liu, J. Kurths. Basin of Attraction Determines Hysteresis in Explosive Synchronization. Physical Review Letters, 112, 114102, 2014.
[31] Y. Zou, M. Small, Z. H. Liu, and J. Kurths. Complex network approach to characterize the statistical features of the sunspot series. New Journal of Physics, 16, 013051, 2014.
[30] Y. Zou, J. Heitzig, J. Kurths. Power laws of recurrence networks. In: Dr. Markus J. Aschwanden (Ed.). SelfOrganized Criticality Systems, Open Academic Press, 229250, 2013. (Book Chapter)
[29] N. Marwan, Y. Zou, N. Wessel, M. Riedl, and J. Kurths. Estimating coupling directions in the cardiorespiratory system using recurrence properties. Philosophical Transactions of the Royal Society A, 371, 20110624, 2013.
[28] Y. Zou, R. V. Donner, M. Wickramasinghe, I. Z. Kiss, M. Small, and J. Kurths. Phase coherence and attractor geometry of chaotic electrochemical oscillators. Chaos, 22, 033130, 2012.
[27] Y. Zou‚ J. Heitzig‚ R.‚V. Donner‚ J.‚F. Donges‚ J.‚D. Farmer‚ R. Meucci‚ S. Euzzor‚ N. Marwan‚ J. Kurths. Powerlaws in recurrence networks from dynamical systems. Europhysics Letters (EPL)‚ 98‚ 48001‚ 2012.
[26] N. Malik‚ Y. Zou‚ N. Marwan‚ and J. Kurths. Fluctuation of similarity to detect dynamical transitions in short palaeo records of Asian monsoon. Europhysics Letters (EPL)‚ 97‚ 40009‚ 2012. [25] Y. Zou‚ R. V. Donner‚ J. Kurths. Geometric and dynamic perspectives on phase coherent and noncoherent chaos. Chaos‚ 22‚ 013115‚ 2012.
[24] J. Heitzig‚ J.F. Donges‚ Y. Zou‚ N. Marwan‚ and J. Kurths. Nodeweighted measures for complex networks with spatially embedded‚ sampled‚ or differently sized nodes. European Physical Journal B‚ 85‚ 38‚ 2012.
[23] J. Heitzig‚ K. Lessmann‚ Y. Zou. Selfenforcing strategies to deter freeriding in the climate change mitigation game and other repeated public good games. Proceedings of the National Academy of Sciences USA (PNAS)‚ 108‚ 1573915744‚ 2011.
[22] R. V. Donner‚ J. Heitzig‚ J. F. Donges; Y. Zou‚ N. Marwan‚ and J. Kurths. The Geometry of chaotic dynamics  a complex network perspective. European Physical Journal B‚ 84‚ 653672‚ 2011.
[21] J.F. Donges‚ H. Schultz‚ N. Marwan‚ Y. Zou‚ and J. Kurths. Investigating the topology of interacting networks  Theory and application to coupled climate subnetworks. European Physical Journal B‚ 84‚ 635651‚ 2011.
[20] R.V. Donner‚ M. Small‚ J.F. Donges‚ N. Marwan‚ Y. Zou ‚ R. Xiang‚ and J. Kurths. Recurrencebased time series analysis by means of complex network methods. Int. J. Bifurcation and Chaos, 14‚ 10191046‚ 2011.
[19] A.P. Schultz‚ Y. Zou‚ N. Marwan‚ and M.T. Turvey. Local Minimabased recurrence plots for continuous dynamical systems. Int. J. Bifurcation and Chaos‚ 14‚ 10651075‚ 2011.
[18] Y. Zou‚ M.C. Romano‚ M. Thiel‚ N. Marwan‚ and J. Kurths. Inferring Indirect Coupling by Means of Recurrences. Int. J. Bifurcation and Chaos‚ 21‚ 10991111‚ 2011.
[17] Y. Zou‚ J. F. Donges‚ J. Kurths. Recent advances in complex climate network analysis. Complex Systems and Complexity Science‚ 8‚ 2738‚ 2011. (in Chinese)
[16] X. Sun‚ Y. Zou‚ V. Nikiforova‚ J. Kurths‚ and D. Walther. The Complexity of Gene Expression Dynamics Revealed by Permutation Entropy. BMC Bioinformatics‚ 11‚ 607621‚ 2010.
[15] Y. Zou‚ R.V. Donner‚ J.F. Donges‚ N. Marwan‚ and J. Kurths. Identifying complex periodic windows in continuoustime dynamical systems using recurrencebased methods. Chaos‚ 20‚ 043130‚ 2010.
[14] R.V. Donner‚ Y. Zou‚ J.F. Donges‚ N. Marwan‚ and J. Kurths. Ambiguities in recurrence based complex network representations of time series. Physical Review E (Rapid Communication)‚ 81‚ 015101(R)‚ 2010.
[13] R.V. Donner‚ Y. Zou‚ J.F. Donges‚ N. Marwan‚ and J. Kurths. Recurrence networks  A novel paradigm for nonlinear time series analysis. New Journal of Physics‚ 12‚ 033025 ‚ 2010. (This paper has been selected as "best of 2010")
[12] N. Marwan‚ J.F. Donges‚ Y. Zou‚ R.V. Donner‚ and J. Kurths. Complex Network Approach for Recurrence Analysis of Time Series. Physics Letters A‚ 373‚ 42464254‚ 2009.
[11] J.F. Donges‚ Y. Zou‚ N. Marwan‚ and J. Kurths. The backbone of the climate network. Europhysics Letters (EPL)‚ 87‚ 48007‚ 2009.
[10] J. Kurths‚ D. Maraun‚ C. S. Zhou‚ G. ZamoraLopez and Y. Zou. Dynamics in complex systems. European Review‚ 17‚ 357370‚ 2009.
[9] J.F. Donges‚ Y. Zou‚ N. Marwan‚ and J. Kurths. Complex networks in climate dynamics   Comparing linear and nonlinear network construction methods. European Physical Journal  Special Topics‚ 174‚ 157179‚ 2009.
[8] Y. Zou‚ M. Thiel‚ M. C. Romano‚ P. L. Read‚ and J. Kurths. Recurrence analysis of quasiperiodicity in experimental fluid data. European Physical Journal  Special Topics‚ 164‚ 2333‚ 2008.
[7] M. Chen‚ Y. Shang‚ Y. Zou‚ and J. Kurths. Synchronization in the Kuramoto model: A dynamical gradient network approach. Physical Review E‚ 77‚ 027101‚ 2008.
[6] Y. Zou‚ M. Thiel‚ M.C. Romano‚ and J. Kurths. Characterization of stickiness by means of recurrence. Chaos‚ 17‚ 043101‚ 2007.
[5] Y. Zou‚ D. Pazo‚ M.C. Romano‚ M. Thiel‚ and J. Kurths. Distinguishing quasiperiodic dynamics from chaos in shorttime series. Pysical Review E‚ 76‚ 016210‚ 2007.
[4] Y. Zou‚ M. Thiel‚ M. C. Romano‚ and J. Kurths. Analytical description of recurrence plots of dynamical systems with nontrivial recurrences. Int. J. Bifurcation and Chaos‚ 17(12):42734283‚ 2007.
[3] Y. Zou‚ M. Thiel‚ M. C. Romano‚ Q. Bi‚ and J. Kurths. Shrimp structure and associated dynamics in parametrically excited oscillators. Int. J. Bifurcation and Chaos‚ 16(12):35673579‚ 2006.
[2] Q. Bi‚ Y. Zou‚ Z. Liu‚ and G. Chen. Chaos synchronization in internal resonant system. J. Control Theory and Application, 21(6):932934‚ 2004‚ (Print Chinese version).
[1] Q. Bi; Z. Chen‚ Y. Zhu‚ and Y. Zou. Dynamical analysis of coupled oscillators with parametrical excitation. Acta Mechanica Sinica, 35(3):367372‚ 2003‚ (Print Chinese version).
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