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Browsing Tag

Mathematics and computing

17 posts
DData
The data analysis of sports training by ID3 decision tree algorithm and deep learning
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The data analysis of sports training by ID3 decision tree algorithm and deep learning

  • 29.04.2025
Datasets collection, experimental environment and parameters setting The dataset used here is Daily and Sports Activities Dataset, which…
DData
Bifurcation analysis, modulation instability and dynamical analysis of soliton solutions for generalized (3 + 1)-dimensional nonlinear wave equation with m-fractional operator
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Bifurcation analysis, modulation instability and dynamical analysis of soliton solutions for generalized (3 + 1)-dimensional nonlinear wave equation with m-fractional operator

  • 15.04.2025
In this section, we explain the significance of the fractional derivative and the working rule of the modified…
CClimate
Assessing the impacts of mitigation and geoengineering intervention scenarios on Earth system dynamics and climatological variability with multimodal simulations
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Assessing the impacts of mitigation and geoengineering intervention scenarios on Earth system dynamics and climatological variability with multimodal simulations

  • 09.03.2025
This study examined various mitigation and geoengineering experiments to understand these strategies’ potential impacts and identify the most…
DData
Computational intelligence analysis on drug solubility using thermodynamics and interaction mechanism via models comparison and validation
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Computational intelligence analysis on drug solubility using thermodynamics and interaction mechanism via models comparison and validation

  • 28.11.2024
Z-score outlier detection and normalization As an initial step in our data pre-processing, we employed the Z-score method…
DData
Modeling and analysis using piecewise hybrid fractional operator in time scale measure for ebola virus epidemics under Mittag–Leffler kernel
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Modeling and analysis using piecewise hybrid fractional operator in time scale measure for ebola virus epidemics under Mittag–Leffler kernel

  • 23.10.2024
We can express Eq. (7) as $$\begin{aligned} \begin{array}{l} _0^{PCAB}D_t^{\alpha } S(t) = \left\{ \begin{array}{l}D_t^{\alpha } S\left( t \right)…
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