11 research outputs found

    Two Years of Experience in Implementation of the mobiREH Remote Rehabilitation System Supporting Patients and Physiotherapists

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    The aim of this work is to characterise the process of developing the mobiREH telemedical rehabilitation system which was created as a result of cooperation between the mReh start-up team and the scientific team from the Academy of Physical Education in Kraków. The most significant global and local challenges for rehabilitative health services are: the increasing number of patients awaiting rehabilitation, the increasing waiting time for rehabilitation, and the decreasing number of medical specialists. A mobiREH rehabilitation system is a system that supports home based rehabilitation and helps resolve these problems. The system consists of (a) a mobile application, (b) wearable sensors for patients, and (c) a web-based platform for medical specialists

    Can chaotic quantum energy levels statistics be characterized using information geometry and inference methods?

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    In this paper, we review our novel information geometrodynamical approach to chaos (IGAC) on curved statistical manifolds and we emphasize the usefulness of our information-geometrodynamical entropy (IGE) as an indicator of chaoticity in a simple application. Furthermore, knowing that integrable and chaotic quantum antiferromagnetic Ising chains are characterized by asymptotic logarithmic and linear growths of their operator space entanglement entropies, respectively, we apply our IGAC to present an alternative characterization of such systems. Remarkably, we show that in the former case the IGE exhibits asymptotic logarithmic growth while in the latter case the IGE exhibits asymptotic linear growth. At this stage of its development, IGAC remains an ambitious unifying information-geometric theoretical construct for the study of chaotic dynamics with several unsolved problems. However, based on our recent findings, we believe it could provide an interesting, innovative and potentially powerful way to study and understand the very important and challenging problems of classical and quantum chaos.Comment: 21 page
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