Titlebook: Mathematical Modelling and Biomechanics of the Brain; Corina Drapaca,Siv Sivaloganathan Book 2019 Springer Science+Business Media, LLC, pa

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Corina Drapaca,Siv Sivaloganathan analyses in a timely way. The Big Data software market is growing at 32% compound annual rate, almost four times more than the whole ICT market, and the quantity of data to be analyzed is expected to double every two years..Security and privacy are becoming very urgent Big Data aspects that need to

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Corina Drapaca,Siv Sivaloganathan analyses in a timely way. The Big Data software market is growing at 32% compound annual rate, almost four times more than the whole ICT market, and the quantity of data to be analyzed is expected to double every two years..Security and privacy are becoming very urgent Big Data aspects that need to

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Corina Drapaca,Siv Sivaloganathanvertisement and public safety. They can be combined in a multi-hop fashion to achieve geofenced broadcasts in a fast and reliable way, over areas possibly covered by several cells [.]. This allows LTE-A networks to support critical services, like vehicular collision alerts or cyber-physical systems,

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Models of Tumor Growth,s well as improved by the integration of in silico, in vitro and in vivo studies of brain tumors that will ultimately lead to better diagnosis, treatment protocols and outcomes. In this chapter we review some of the modeling approaches proposed in the literature to predict tumor growth and therapeutic outcome.

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Introduction,d on by dramatic and far-reaching developments on the research frontiers of applied mathematics, as computational disciplines, dynamical systems, stochastic analysis, chaos (amongst others), reinvigorate and reinforce the traditional disciplines of applied mathematics.

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Modeling Traumatic Brain Injuries, Aneurysms, and Strokes,mo-mechanical interactions between cerebral blood flow and the vasculature, TBI can damage vasculature and brain cells not only locally but also non-locally through the functional network established among neurons. In this chapter, we review some of the mathematical models of these conditions that have appeared in the literature.

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Concluding Remarks,first century, and the mathematical sciences are now firmly entwined with the biomedical sciences heralding the prospects of dramatic advances in the biomedical sciences (as occurred due to the synergetic interaction of the mathematical and physical sciences in the first half of the twentieth century).

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