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Books > Science & Mathematics > Biology, life sciences > Life sciences: general issues
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Mathematical Approaches to Biological Systems - Networks, Oscillations, and Collective Motions (Hardcover, 2015 ed.)
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Mathematical Approaches to Biological Systems - Networks, Oscillations, and Collective Motions (Hardcover, 2015 ed.)
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This book presents the most recent mathematical approaches to the
growing research area of networks, oscillations, and collective
motions in the context of biological systems. Bringing together the
results of multiple studies of different biological systems, this
book sheds light on the relations among these research themes.
Included in this book are the following topics: feedback systems
with time delay and threshold of sensing (dead zone), robustness of
biological networks from the point of view of dynamical systems,
the hardware-oriented neuron modeling approach, a universal
mechanism governing the entrainment limit under weak forcing, the
robustness mechanism of open complex systems, situation-dependent
switching of the cues primarily relied on by foraging ants, and
group chase and escape. Research on different biological systems is
presented together, not separated by specializations or by model
systems. Therefore, the book provides diverse perspectives at the
forefront of current mathematical research on biological systems,
especially focused on networks, oscillations, and collective
motions. This work is aimed at advanced undergraduate, graduate,
and postdoctoral students, as well as scientists and engineers. It
will also be of great use for professionals in industries and
service sectors owing to the applicability of topics such as
networks and synchronizations.
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