A digital platform is aimed at making specific innovations and technological solutions, produced by the academic and research community, more accessible to private companies. It is a service for automatically downloading, synchronizing, sorting and displaying information from large scientific platforms such as Academia.edu, Google Scholar, or Researchers Gate to the platform EmpowerHR4Inno. Platform initially focus on priority sectors, food, health tourism, horizontal IT priority and nationally produced solutions with a tendency for further development. The following information can be found:
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ASME International
Uncoupling of Damped Linear Potential Multi-Degrees-of-Freedom Structural and Mechanical Systems
Abstract This paper provides the necessary and sufficient conditions for a multi-degrees-of-freedom linear potential system with an arbitrary damping matrix to be uncoupled into independent subsystems of at most two degrees-of-freedom using a real orthogonal transformation. The incorporation of additional information about the matrices, which many structural and mechanical systems commonly possess, shows a reduction in the number of these conditions to three. Several new results are...
Download 2024 Ranislav M. Bulatovic , Firdaus E. Udwadia
Wiley
Beyond the office walls: Work design configurations for task performance across on‐site, hybrid and remote forms of work
AbstractDespite alternative work arrangements becoming more prevalent, existing work design approaches are mostly based on research and practice of traditional on‐site work. Struggles with capturing employee performance are reported across different off‐site, non‐traditional forms of work, such as remote and hybrid. This article performs a comprehensive fuzzy set qualitative comparative analysis to juxtaposing different configurations of job characteristics across forms of work. Our multi‐source...
Download 2024 Shaima' Salem Mohammed , Matej Černe , Amadeja Lamovšek , Ivan Radević
Walter de Gruyter GmbH
A bivariate distribution with generalized exponential conditionals
Abstract In this work, we construct a new bivariate statistical distribution by the conditionally specified model approach. The conditional distributions follow the well-known generalized exponential distribution which includes the ordinary exponential distribution and is more flexible than gamma and Weibull in some ways. The newly defined distribution has four parameters that increase the flexibility of the model in data fitting. By equating the dependence parameter to zero, the...
Download 2024 Ali İ. Genç , Miroslav M. Ristić , Božidar V. Popović
AIP Publishing
Phase holonomy underlies puzzling temporal patterns in Kuramoto models with two sub-populations
We present a geometric investigation of curious dynamical behaviors previously reported in Kuramoto models with two sub-populations. Our study demonstrates that chimeras and traveling waves in such models are associated with the birth of geometric phase. Although manifestations of geometric phase are frequent in various fields of physics, this is the first time (to our best knowledge) that such a phenomenon is exposed in ensembles of Kuramoto oscillators or, more broadly, in complex systems.
Download 2024 Aladin Crnkić , Vladimir Jaćimović
MDPI AG
New Approaches Based on Inflammatory Indexes in the Evaluation of the Neoplastic Potential of Colon Polyps
Colorectal polyps, precursors to colorectal cancer (CRC), require precise identification for appropriate diagnosis and therapy. This study aims to investigate the differences in hematological and inflammatory markers, specifically the CALLY index, HALP score, and immuno-inflammatory indexes, between neoplastic and nonneoplastic polyps. A retrospective cross-sectional study was conducted on 758 patients aged 61.0 ± 11.8 who underwent polypectomy between June 2021 and May 2024. Patients with colorectal...
Download 2024 Filiz Mercantepe , Sedat Ciftel , Aleksandra Klisic , Serpil Ciftel
World Scientific Pub Co Pte Ltd
Möbius group actions in the solvable chimera model
We study actions of Möbius group on two sub-populations in the solvable chimera model proposed by Abrams et al. Dynamics of global variables are given by two coupled Watanabe–Strogatz systems, one for each sub-population. At the first glance, asymptotic dynamics in the model seem to be very simple. For instance, in the stable chimera state distributions of oscillators perform a simple rotation after a certain (sufficiently large) moment. However, a closer look unveils that dynamics are subtler...
Download 2024 Aladin Crnkić , Vladimir Jaćimović
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