@article{728099,
      author = {Mugnolo, Delio,},
      url = {http://library.usi.edu/record/728099},
      title = {Mathematical technology of networks Bielefeld, December  2013 / [electronic resource] :. Conference on "Mathematical  Technology of Networks"},
      abstract = {Bringing together leading researchers in the fields of  functional analysis, mathematical physics and graph theory,  as well as natural scientists using networks as a tool in  their own research fields, such as neuroscience and machine  learning, this volume presents recent advances in  functional, analytical, probabilistic, and spectral aspects  in the study of graphs, quantum graphs, and complex  networks. The contributors to this volume explore the  interplay between theoretical and applied aspects of  discrete and continuous graphs. Their work helps to close  the gap between different avenues of research on graphs,  including metric graphs and ramified structures. All papers  were presented at the conference "Mathematical Technology  of Networks," held December 4-7, 2013 at the Zentrum für  interdisziplinäre Forschung (ZiF) in Bielefeld, Germany,  and are supplemented with detailed figures illustrating  both abstract concepts as well as their real-world  applications. Dynamical models on graphs or random graphs  are increasingly used in applied sciences as mathematical  tools to study complex systems whose exact structure is too  complicated to be known in detail. Besides its importance  in applied sciences, the field is also increasingly  attracting the attention of mathematicians and theoretical  physicists interested in the fundamental phenomena  (synchronization, phase transitions, etc.) that can be  studied in the relatively simple framework of dynamical  models of random graphs.},
      recid = {728099},
      pages = {1 online resource (viii, 205 pages) :},
}