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The research about crowd dynamics has undergone a dramatic development
in the recent years. This fast advancement made it rather difficult
for researchers in applied mathematics to keep contacts with the
variety of analytical and numerical techniques recently introduced, as
well as with the new problems being considered. Indeed, Crowd
Dynamics is of interest to disciplines ranging from pure
mathematical analysis to operation research, from numerical analysis
to computer graphics, from model theory to statistics. The variety of
MSC classifications labeling the papers of this special issue
testifies the broadness of the subjects covered hereafter and,
hence, also of this whole field.
This special issue of Networks and Heterogeneous Media aims at
bridging several different research directions of interest to applied
mathematicians. Each of the present papers describes key problems of
particular interest for the authors, points at the related most
relevant techniques and includes the corresponding main results.
The common spirit is to share, also with non specialists of the very same field,
achieved results in their full depth.
Citation: Rinaldo M. Colombo, Benedetto Piccoli. Preface[J]. Networks and Heterogeneous Media, 2011, 6(3): i-iii. doi: 10.3934/nhm.2011.6.3i
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Abstract
The research about crowd dynamics has undergone a dramatic development
in the recent years. This fast advancement made it rather difficult
for researchers in applied mathematics to keep contacts with the
variety of analytical and numerical techniques recently introduced, as
well as with the new problems being considered. Indeed, Crowd
Dynamics is of interest to disciplines ranging from pure
mathematical analysis to operation research, from numerical analysis
to computer graphics, from model theory to statistics. The variety of
MSC classifications labeling the papers of this special issue
testifies the broadness of the subjects covered hereafter and,
hence, also of this whole field.
This special issue of Networks and Heterogeneous Media aims at
bridging several different research directions of interest to applied
mathematicians. Each of the present papers describes key problems of
particular interest for the authors, points at the related most
relevant techniques and includes the corresponding main results.
The common spirit is to share, also with non specialists of the very same field,
achieved results in their full depth.
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