By Primicerio M., et al. (eds.)

Commercial arithmetic is evolving into an incredible department of arithmetic. Mathematicians, in Italy particularly, have gotten more and more conscious of this new pattern and are engaged in bridging the space among hugely really expert mathematical examine and the rising call for for innovation from undefined. during this appreciate, the contributions during this quantity offer either R&D employees in with a basic view of present abilities, and teachers with state of the art purposes of arithmetic to real-world difficulties, that can even be integrated in complex classes.

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Bhattacharya, S. Roy, and S. : Electrowetting-Based On-Chip Sample Processing for Integrated Microfluidics. In: Technical Digest. IEEE International Electron Devices Meeting (IEDM 2003), pp. : Electrowetting-based Actuation of Liquid Droplets for Microfluidic Applications. : Water-oil Coreshell Droplets for Electrowetting-based Digital Microfluidic Devices. : Creating, Transporting, Cutting, and Merging Liquid Droplets by Electrowetting-based Actuation for Digital Microfluidic Circuits. : Digital Microfluidic Design and Optimization of Classic and New Fluidic Functions for Lab on a Chip Systems.

We also consider how such novel research results are enabling forms of computation. First, we focus on the specific problem of finding events or trends, including spatiotemporal patterns, when monitoring microblogging streams. Our work is mainly in the context of the INSIGHT FP7 project and we also consider data from sources as different as traffic sensors and Twitter streams. To put this research work in a general context, in the second part of the talk we consider the more general problem of developing applications and reasoning about the behavior of novel applications that exploit the new setting of the Live Web, and understanding the implications on the design, development and deployment of new applications in this setting.

Fig. 4. Example of safe-zones with four nodes. The convex set C is the triangle outlined in black, safe-zones are outlined in green. Nodes with more compact distributions are assigned smaller safe-zones, and nodes with high values of the monitored function (NO/NO2 ratio) are assigned safe-zones which are translated to the left in order to cover more data. This is especially evident in the top right node, in which the safezone is shifted to the left so it can cover almost all the data points. In order to satisfy the Minkowski sum constraint, the safe-zone of top left node is shifted to the right, which in that node hardly sacrifices any data points; also, the larger safe-zones are balanced by the smaller ones.

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