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Regional Innovation Strategies 3 (RIS3), 2016
The smart specialization strategy is now a reality. With regions and nations having completed the technical fulfillment of the ex-ante conditionality and the related action plans, the first evaluation studies have been launched with the aim to assess the
R. Capello, H. Kroll
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The smart specialization strategy is now a reality. With regions and nations having completed the technical fulfillment of the ex-ante conditionality and the related action plans, the first evaluation studies have been launched with the aim to assess the
R. Capello, H. Kroll
semanticscholar +1 more source
Invariant Manifold Detection From Phase Space Trajectories
Volume 11: Mechanical Systems and Control, 2008Invariant manifolds provide important information about the structure of flows. When basins of attraction are present, the stable invariant manifold serves as the boundary between these basins. Thus, in experimental applications such as vibrations problems, knowledge of these manifolds is essential to understanding the evolution of phase space ...
Kuehl, Joe, Chelidze, David
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Trajectory phases of a quantum dot model
Journal of Physics A: Mathematical and Theoretical, 2014We present a thermodynamic formalism to study the trajectories of charge transport through a quantum dot coupled to two leads in the resonant-level model. We show that a close analogue of equilibrium phase transitions exists for the statistics of transferred charge; by tuning an appropriate ‘counting field’, crossovers to different trajectory phases ...
Sam Genway +3 more
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Detection of ictal patterns in electroencephalogram signals using 3D phase trajectories
IEEE India Conference, 2015P. Swami +4 more
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Discharge stratification in noble gases as convergence of electron phase trajectories to attractors
, 2016Y. Golubovskii +4 more
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Phase trajectory analysis at the nonlinear resonances
Conference Record of the 1991 IEEE Particle Accelerator Conference, 2002The phase trajectories close to the parametric resonance and to the nonlinear resonances of third and fourth order, which play an important role in cyclic accelerator particle dynamics, are investigated. The problem is reduced to the construction of phase trajectories that are third- or fourth-order curves and the determination of the mode of motion in
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