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Now showing items 11-20 of 24
Quadratic Spreading of Monkeypox Infections Dictated by the Diffusion Equation: The Case of Central Europe
(IEEE, 2022)
In contrast to Covid-pandemic, the ongoing Monkeypox might not exhibit peaked distributions nor Gaussian-like waves. On the contrary it is demonstrated that along the first weeks of Monkeypox pandemic, the number of ...
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Innovation and Digital Competence: A Bibliometric Analysis
(IEEE, 2022)
To integrate ICT into the classroom critically, creatively, and safely, teachers require more than operational technology proficiency. They need the development of digital competence as a dynamic element of innovation in ...
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Machine Learning and Bayes Probability For Detecting Camouflaged Mini Pandemic at the Waves of Covid-19
(IEEE, 2022)
This paper present a methodology based at Machine Learning and a theory backed by the Bayes probability to identify rare strains that might not be in coherence with the corona virus. By using the criteria of Tom Mitchell ...
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The Approach of Machine Learning to Optimize the Bank-Customer Interaction at Pandemic Epochs
(IEEE, 2022)
Along the pandemic created by the Corona virus 2019 (Covid-19 in shorthand), the global economy was observed to experience various turbulent months that were reflected by the increasing of unemployment and the apparition ...
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Small Probability of Fatality from Theorem of Bayes at the Monkeypox Pandemic
(IEEE, 2022)
Why the number of fatalities is very low at the ongoing Monkeypox pandemic, this question can be answered through the theory of Bayes that would anticipate a posterior probability of fatality that applies to the cases of ...
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Spreading of Corona Virus in Central Europe: The Cases of Italy and Spain and the Very Beginning of Pandemic
(Institute of Electrical and Electronics Engineers, 2021-11)
In this paper a mathematical model that focuses at the very beginning of pandemic at Europe is presented. In essence it is assumed that once the virus arrived to Italy then the geographical propagation was done through ...
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Geometrical Schemes as Probabilistic and Entropic Tools to Estimate Duration and Peaks of Pandemic Waves
(Institute of Electrical and Electronics Engineers, 2021-11)
At the end of first quarter of 2020 it was seen in most countries statistics the beginning of an imminent second wave of pandemic. On January of 2021 it was seen in the data a rapid growth of new infections. In this paper, ...
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Software Engineering For Estimation of Social Distancing in Pandemic Times
(Institute of Electrical and Electronics Engineers, 2021-11)
This paper present a model of software engineering to estimate the social distancing with realistic inputs. This might be incorporated in a smart-phone application in order to get an exact estimate of the values of social ...
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Understanding the Global Data of Infections Cases by Covid-19 Through Gaussian and Trapezoid Models
(IEEE, 2021)
Once initialized the first wave of pandemic due to Covid-19 pandemic, it was seen in most countries a common pattern that gives account about the number of infections. Nevertheless one finds also that in mosly of these ...
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Pandemic of Covid-19 as Global Entropy: When Shannon Theory fits To-Date Data of New Infections
(Universidad Autónoma del Perú, 2021-12)
It is well-known that Coronavirus has been propagated due to human activities mainly based at intercontinental flights. Thus, in the first months of 2020, most new countries have already presented peaks in the number of ...
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