Unpublished preprints

Sizing the length of complex networks.
G. ZamoraLópez and Romain Brasselet. arXiv 1810.12825 (2018). 
Analysis of brain network dynamics estimated from fMRI data: A new framework based on communicability and flow.
M. Gilson, N. Kouvaris, G. Deco, JeanFrançois Mangin, Cyril Poupon, Sandrine Lefranc, Denis Rivière and G. ZamoraLópez. bioRxiv (2018). DOI: https://doi.org/10.1101/421883.
Peerreviewed Publications

Framework based on communicability and flow to analyze network dynamics.
M. Gilson, N. Kouvaris, G. Deco and G. ZamoraLópez. Phys. Rev. E 97, 052301 (2018).
Preprint version. arXiv:1712.05693v2 
How structure sculpts function: unveiling the contribution of anatomical connectivity to the brain's spontaneous correlation structure
R.G. Bettinardi, G. Deco, V.M. Karlaftis, T.J. Van Hartevelt, H.M. Fernandes, Z. Kourtzi, M. Kringelbach and G. ZamoraLópez. Chaos 27, 047409 (2017). 
Functional complexity emerging from anatomical constraints in the brain: the significance of network modularity and richclubs.
G. ZamoraLópez, Y. Chen, G. Deco, M.L. Kringelbach and C.S. Zhou. Sci. Reps. 6:38424 (2016). 
Chimeralike States in Modular Neural Networks.
J. Hizanidis, N.E. Kouvaris, G. ZamoraLópez, A. DíazGuilera and C.G. Antanopoulos. Sci. Reps. 6:19845 (2016). 
Individual node's contribution to the mesoscale of complex networks.
F. Klimm, J. BorgeHolthoeffer, N. Wessel, J. Kurths and G. ZamoraLópez. New J. Physics 16:125006 (2014). 
Order Patterns Networks (ORPAN)  a method to estimate timeevolving functional connectivity from multivariate time series.
S. Schinkel, G. ZamoraLópez, O. Dimingen, W. Sommer and J. Kurths. Front. Comput. Neurosci. 6:91 (2012). 
Phase synchronization of bursting neurons in clustered smallworld networks.
C.A.S. Batista, E.L. Lameu, A.M. Batista, S.R. Lopes, T. Pereira, G. ZamoraLópez, J. Kurths and R. L. Viana. Phys. Rev. E 86, 016211 (2012). 
Characterising the complexity of brain and mind networks.
G. ZamoraLópez, E. Russo, P.M. Gleiser, C.S. Zhou and J. Kurths. Phil. Trans. R. Soc. A 369, 3747 (2011). 
Exploring brain function from anatomical connectivity.
G. ZamoraLópez, C.S. Zhou and J. Kurths. Front. Neurosci. 5, 83 (2011). 
Functional network analysis reveals differences in the semantic priming task.
S. Schinkel, G. ZamoraLópez, O. Dimingen, W. Sommer and J. Kurths. J. Neurosci. Meth. 197, 333339 (2011). 
From modular to centralized organization of synchronization in functional areas of the cat cerebral cortex.
J. GómezGardeñes, G. ZamoraLópez, Y. Moreno and A. Arenas. PLoS ONE 5(8), e12313 (2010). 
Optimal map of the modular structure of complex networks.
A. Arenas, J. BorgeHolthöfer, S. Gómez and G. ZamoraLópez. New J. Phys. 12, 053009 (2010). 
Simulation of largescale cortical networks by use of individual neuron dynamics.
G. Schmidt, G. ZamoraLópez and J. Kurths. Int. J. Bifurcation and Chaos 20, 859867 (2010). PDF 
Cortical hubs form a module for multisensory integration on top of the hierarchy of cortical networks.
G. ZamoraLópez, C.S. Zhou, J. Kurths. Front. Neuroinform. 4:1 (2010). (Open access PDF).
This paper is part of the Focus Issue "Hierarchy and Dynamics in neural networks". 
Graph analysis of cortical networks reveals complex anatomical communication substrate.
G. ZamoraLópez, C.S. Zhou and J. Kurths. CHAOS 19, 015117 (2009).
This paper is part of the Focus Issue "Nonlinear dynamics in cognitive and neural systems". 
The generation of random directed networks with prescribed 1node and 2node degree correlations.
G. ZamoraLópez, C.S. Zhou, V. Zlatic and J. Kurths. J. Phys. A 41 224006 (2008).
This paper is part of the Special Issue "Complex Networks: from biology to information technology". 
Complex brain networks: From topological communities to clustered dynamics.
L. Zemanová, G. ZamoraLópez, C.S. Zhou and J. Kurths. Pramana  J. Phys. 70(6), 1087  1097 (2008). 
Reciprocity of networks with degree correlations and arbitrary degree distribution.
G. ZamoraLópez, V. Zlatic, C.S. Zhou, H. Štefancic and J. Kurths. Phys.Rev. E 77, 016106 (2008). 
StructureFunction Relationship in Complex Brain Networks Expressed by Hierarchical Synchronization.
C.S. Zhou, L. Zemanová, G. ZamoraLópez, C.C. Hilgetag and J. Kurths, New J. Phys. 9 178 (2007).
This paper is part of the Special Issue Focus on Networked Systems: Theory and Applications. 
Hierarchical organization unveiled by functional connectivity in complex brain networks.
C.S. Zhou, L. Zemanová, G. Zamora, C.C. Hilgetag and J. Kurths, Phys. Rev. Lett. 97, 238103 (2006).