Quantum Molecular Synthesis (QMS)

 


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Publicaciones Científicas (2025)

  R. Isea* (2025)  «An innovative hybrid approach using quantum computing and genomic data analysis for predictive Covid-19 surveillance «.  Journal of Clinical Practice and Medical Research , Vol1(1), 10. R. Isea* (2025)  « A Proposal for a Cardiac Intelligent Patch that Uses MicroRNAs to Guide the Regeneration of Cardiac Tissues «.   European Journal of Science and Modern Technologies , Vol.1(3),14. R. Isea* (2025). « Extended Bioethics as a Response to Global Biological Consciousness «.   Aceptada . R. Isea* (2025). « Metodología de aprendizaje automático cuántico para la predicción de la actividad inhibitoria de fármacos contra la Covid-19 «.   Aceptada . R. Isea* (2025). « Algoritmo K-NN para la identificación de posibles fármacos contra la COVID-19 «.   Aceptada . R. Isea* (2024) « Newborns’ microRNA expression as potential biomarkers for disease diagnosis «.  International Journal of Neonatology. Vol 1(1), 22 . R. Isea* ...
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What Could Represent the Mantissa of the Registered Covid-19 Cases?

  Citation : Raúl Isea (2022) What Could Represent the Mantissa of the Registered Covid-19 Cases?. International Journal of Coronaviruses - 4(2):1-6. https://doi.org/10.14302/issn.2692-1537.ijcv-22-4108 PDF:  https://openaccesspub.org/article/1783/ijcv-22-4108.pdf Abstract In this work we present how it is possible to visualize the different coronavirus outbreaks from the calculation of the mantissa from the daily record of cases by Covid-19.This curve can also indicate the speed of propagation of the disease from the calculated infection rate. These conclusions are derived from the respective calculations in four different countries: Australia, Brazil, Italy, and Venezuela.
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Analytical Solutions of the Transmissibility of the SARS-CoV-2 in Three Interactive Populations

  Citation : Raúl Isea (2021) Analytical Solutions of the Transmissibility of the SARS-CoV-2 in Three Interactive Populations. International Journal of Coronaviruses - 2(4):1-8. https://doi.org/10.14302/issn.2692-1537.ijcv-21-3732 PDF:  https://openaccesspub.org/article/1571/ijcv-21-3732.pdf Abstract This paper resolves analytically a mathematical model that reproduces the transmission of Covid-19 in three interactive populations, i.e. from the initial source of contagion associated with the bat population, subsequently transmitted to unknown host (usually associate with pangolins). The host were sent and distributed to Seafood Market in Wuhan (defined reservoir), and finally infected to the human population. The model is based on a system of ten differential equations reproducing all the possible infection scenarios among all of them, that is: (1) there is no infection in any of the three populations, (2) only the population of bats is infected, (3) only the pangolins, (4) on...
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