Albert Diaz-Guilera

Publications

 
 

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  1. ✤Supersampling and Network Reconstruction of Urban Mobility. PLoS ONE (2015) in press.

  2. ✤An algebraic topological method for multimodal brain networks comparison. Frontiers in Psychology 6:904 (2015).

  3. ✤Pattern formation in multiplex networks. Sci. Rep. 5, 10840 (2015).

  4. ✤The configuration multi-edge model: Assessing the effect of fixing node strengths on weighted network magnitudes. Europhys. Lett. 107, 38002 (2014). PDF.

  5. ✤How does network topology determine the synchronization threshold in a network of oscillators?. Operational Research Proceedings 2012, 135-140 (2014)

  6. ✤Statistical mechanics of multi-edge networks. Phys. Rev E 88, 062806 (2013). PDF.

  7. ✤Spectral properties of the Laplacian of multiplex networks. Phys. Rev. E 88 (2013) 032807. PDF.

  8. ✤Remote Synchronization Reveals Network Symmetries and Functional Modules. Phys. Rev. Lett. 110 (2013) 174102. PDF.

  9. ✤Tuning Synchronization of Integrate-and-Fire Oscillators through Mobility. Phys. Rev. Lett. 110 (2013) 114101. PDF.

  10. ✤Xarxes Socials: Fonaments i Aplicacions. (amb A. Canals, J.L. Molina i B. Patraca) Editorial UOC, Barcelona, 2013.

  11. ✤Diffusion dynamics on multiplex networks. Physical Review Letters  110 (2013) 028701. PDF.

  12. ✤Exploring complex networks by means of adaptive walkers. Physical Review E 86 (2012) 066116. PDF.

  13. ✤Challenges in complex systems science. Eur. Phys. J. Special Topics 214 (2012) 245. PDF.

  14. ✤Role of network topology in the synchronization of power systems. Europ. Phys. J B  85 (2012) 231. PDF.

  15. ✤Modeling international crisis synchronization in the world trade web. Networks and heterogeneous media 7 (2012) 385. PDF

  16. ✤Review of “Viability and Resilience of Complex Systems: Concepts, Methods and Case Studies from Ecology and Society (Understanding Complex Systems)”. JASSS 15 (2012).

  17. ✤Extracting topological features from dynamical measures in networks of Kuramoto oscillators. Phys. Rev. E  85 (2012) PDF.

  18. ✤Consensus in networks of mobile communicating agents. Phys. Rev. E 85 (2012) 016113. PDF.

  19. ✤Synchronization of moving integrate and fire oscillators, Int. J. Bifurcation and Chaos 22 (2012) 1250179. PDF.

  20. ✤Pacemakers in a Cayley tree of Kuramoto oscillators, Int. J. Bifurcation and Chaos 22 (2012) 1250161. PDF.

  21. ✤Trade synchronization in the world trade web, Int. J. Complex Systems in Science, 1 (2011) 202. PDF.

  22. ✤Spectral Analysis of Synchronization in mobile networks, Numerical Analysis and Applied Mathematics ICNAAM 2011, AIP Conf. Proc. 1389 (2011) 1015. PDF.

  23. ✤Synchronization in networks of mobile oscillators, Physical Review E 83 (2011) 025101(R). PDF.

  24. ✤Pacemakers in a Cayley tree of Kuramoto oscillators, Int. J. Complex Systems in Science 1 (2011) 1. PDF.

  25. ✤Communities in complex networks, in Enciclopedia of Life Support Systems (EOLSS) Edited by G. Caldarelli. Developed under the auspices of the Unesco. EOLSS Publishers, Oxford, UK (2010). PDF.

  26. ✤Synchronization in symmetric bipolar population networks, Physical Review E 80 (2009) 066120. PDF.

  27. ✤Identificación de comunidades analizando el uso del correo electrónico. El Profesional de la Información 18, num. 1 (2009).

  28. ✤Optimal Information Transmission in Organizations: Search and Congestion. Review of Economic Design 14 (2010) 75 (link here)(pdf).

  29. ✤Propagation of Innovations in Complex Patterns of Interaction, in Innovation Networks: New Approaches in Modelling and Analyzing, edited by A. Pyka and A. Scharnhorst. Springer, 2009.PDF

  30. ✤Complexity of Boolean dynamics in simple models of signaling networks and in real genetic networks. In: Handbook of Biological Networks, edited by S. Boccaletti, V. Latora, and Y. Moreno. World Scientific (Singapore, 2009).

  31. ✤On the rich club effect in dense and weighted networks, Europ. Phys. J. B 67 (2009) 271-275.

  32. ✤Synchronization in complex networks, Physics Reports 469 (2008) 93-153. PDF. More information

  33. ✤Phase patterns of coupled oscillators with application to wireless communication, Proceedings of the Workshop on Bioinspired design of networks (BIOWIRE 2007), Cambridge, UK, LNCS 5151, pp. 184–191 (2008) Springer. PDF.

  34. ✤Impact of community structure on information transfer, Phys. Rev. E. 77 (2008) 036103. PDF

  35. ✤Synchronization in Random Geometric Graphs, Int. J. Bifurcat. Chaos  19 (2009) 687-693. PDF.

  36. ✤Dynamics towards synchronizationin hierarchical networks, J. Phys. A: Math. Gen. 41 (2008) 224007. PDF

  37. ✤Correlations in the organization of large-scale syntactic dependency networks, In: TextGraphs-2: Graph-Based Algorithms for Natural Language, 65-72 (2007) Association for Computational Linguistics, Rochester, NY, USA.

  38. ✤Community structure identification, in Large Scale Structure and Dynamics of Complex Networks: From Information Technology to Finance and Natural Science, ed. By G. Caldarelli and A. Vespignani, World Scientific, Singapore, 2007.

  39. ✤The global minima of the communication energy of natural communication systems, J. Stat. Mech. (2007) P06009. PDF

  40. ✤Dynamical and spectral properties of complex networks, New J. Phys. 9 (2007) 187. PDF

  41. ✤Complex fluctuations and robustness in stylized signalling networks, J. Stat. Mech. (2007) P01013. PDF

  42. ✤Synchronization and modularity in complex networks, European Physics Journal ST 143 (2007) 19-25.PDF

  43. ✤The effect of size heterogeneity on community identification in complex networks, J. Stat. Mech. (2006) P11010.

  44. ✤Performance of excitable small-world networks of Bonhoeffer-van derPol-Fitzhugh-Nagumo oscillators, Europhys. Lett76 (2006) 780.

  45. ✤Complex networks: Statics and Dynamics, AIP Conference Proceedings -- February 9, 2007 -- Volume 885, pp. 107-128
    ADVANCED SUMMER SCHOOL IN PHYSICS 2006: Frontiers in Contemporary Physics: EAV06.

  46. ✤Synchronization processes in complex networks, Physica D 224 (2006) 27-34.PDF

  47. ✤Synchronization reveals topological scales in complex networks, Physical Review Letters 96(2006) 114102. PDF

  48. ✤Modeling the Internet, European Physics Journal B50, 249-254 (2006).

  49. ✤The role of time scale separation in a nonequilibrium roughening transition, Physica A 374 (2007) 289-292.

  50. ✤Efficiency of informational transfer in regular and complex networks, Physical Review E 71(2005) 036122.

  51. ✤The real communication network behind the formal chart: community structure in organizations, J. Economic Behaviour & Organization 61 (2006) 653.

  52. ✤Comparing community structure identification, J. Stat. Mech. P09008 (2005). PDF

  53. ✤Community analysis in social networks, European Physics Journal B 38 (2004) 373.

  54. ✤Emergence of complex dynamics in a simple model of signalling networks, Proceedings of the National Academy of Sciencies of the USA 101 (2004) 15551.

  55. ✤Competition and adaptation in an Internet evolution model, Physical Review Letters 94(2005) 038701.

  56. ✤Models of social networks based on social distance attachments, Physical Review E70 (2004) 056122. Selected in Virtual Journal of BiologicalPhysicsResearch.

  57. ✤Las redes complejas de la Física Estadística, Revista Española de Física (sección Física y Computación) 18 (2004) 50.

  58. ✤Local search with congestion in complex communication networks. Computational Science - ICCS 2004, 4th International Conference, Kraków, Poland, June 6-9, 2004, Proceedings, Part III; Series: Lecture Notes in Computer Science, Vol. 3038; Bubak, M.; Albada, G.D.v.; Sloot, P.M.A.; Dongarra, J. (Eds.)

  59. ✤Comentarios a “El problema del mundo pequeño” de S, Milgram, Araucaria 10 (2003) 29.

  60. ✤Self-similar community structure in a network of human interactions. Physical Review E 68 (2003), 065103(R).

  61. ✤Nonequilibrium phase transition in a model for the propagation of innovations among economic agents, Physical Review E 68 (2003) 066101.

  62. ✤The Influence of Network Structures in a Model of Technological Evolution, Modelling and Control of Economic Systems, edited by R. Neck, Elsevier (2003).

  63. ✤Search and Congestion in Complex Networks, Proceedings of the Conference "Statistical Mechanics of Complex Networks", Sitges, Spain, June 2002; R. Pastor-Satorras, M. Rubi, and A. Diaz-Guilera, eds., Springer (2003)

  64. ✤Statistical Mechanics of Complex Networks, editor. Proceedings of the Conference "Statistical Mechanics of Complex Networks", Sitges, Spain, June 2002, Springer (2003)

  65. ✤Optimization as a result of the interplay between dynamics and structure, Physica A 326 (2003) 567.

  66. ✤Modeling diffusion of innovations in a social network, Phys. Rev. E 66 (2002) 026121.

  67. ✤Dynamical properties of model communication networks, Phys. Rev. E 66 (2002) 026704.

  68. ✤Optimal network topologies for local search with congestion, Phys. Rev. Lett. 89 (2002) 248701.

  69. ✤Self-organized criticality in evolutionary systems with local interaction, Journal of Economic Dynamics and Control 26 (2002) 2115-2142.

  70. ✤Communication in networks with hierarchical branching, Phys. Rev. Lett. 86 (2001) 3196.

  71. ✤Communication and optimal hierarchical networks, NATO ARW on Econophysics, Physica A 299 (2001) 247-252.

  72. ✤A Simple Agent-Based Model of Innovation and Collaboration, Workshop on Economics with Heterogeneous Interacting Agents, 2001.

  73. ✤Communication and optimal organization structures , Workshop on Economics with Heterogeneous Interacting Agents, 2001.

  74. ✤New Results in a Self-Organized Model of Technological Evolution, Complex Dynamics in Economics, Special Issue of Advances in Complex Systems (ACS) 4 (2001) 89-100. Reprinted in “Modellingcomplexity in Economic and Social Systems”, edited by Frank Schweitzer, World-Scientific, Singapore, 2002.