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Showing 1 - 20 results of 568 for search 'i section algorithm', query time: 0.25s Refine Results
  1. 1
    Iteration curves of the algorithms in I-beam design problem.

    Iteration curves of the algorithms in I-beam design problem. by Junhao Wei (6816803)

    Published 2025
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  2. 2
    Effectiveness of LSWOA and other SOTA algorithms with <i>D</i>=30, 50 and 100.

    Effectiveness of LSWOA and other SOTA algorithms with <i>D</i>=30, 50 and 100. by Junhao Wei (6816803)

    Published 2025
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  3. 3
    Results of parametric tests of different algorithms. <i>Ave</i> indicates average fitness, <i>Std</i> indicates standard deviation.

    Results of parametric tests of different algorithms. <i>Ave</i> indicates average fitness, <i>Std</i> indicates standard deviation. by Junhao Wei (6816803)

    Published 2025
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  4. 4
    FE-section detection (FE-SD-1).

    FE-section detection (FE-SD-1). by Yuchen Zhu (1905265)

    Published 2024
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  5. 5
    Compare different datasets using the same algorithm.

    Compare different datasets using the same algorithm. by Qingtao Zeng (6270308)

    Published 2025
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  6. 6
    2D cross-sections of AET for quadratic Julia sets with <i>c</i> = − 0.57i.

    2D cross-sections of AET for quadratic Julia sets with <i>c</i> = − 0.57i. by Bashir Nawaz (20917970)

    Published 2025
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  7. 7
    2D cross-sections of NAI for quadratic Julia sets with <i>c</i> = − 0.57i.

    2D cross-sections of NAI for quadratic Julia sets with <i>c</i> = − 0.57i. by Bashir Nawaz (20917970)

    Published 2025
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  8. 8
    R file for the simulation of the mean values presented in Section 4.1.

    R file for the simulation of the mean values presented in Section 4.1. by Jürgen Kampf (21354027)

    Published 2025
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  9. 9
    R file for the simulation of the mean values presented in Section 4.1.

    R file for the simulation of the mean values presented in Section 4.1. by Jürgen Kampf (21354027)

    Published 2025
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  10. 10
    Results of <i><i>F</i></i>-test for input logging parameters.

    Results of <i><i>F</i></i>-test for input logging parameters. by Wei Su (89824)

    Published 2025
    “…The coefficient of determination (<i><i>R</i></i><sup>2</sup>) is 0.93, significantly higher than for all comparison models. …”
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  11. 11
    Average fitness and standard deviation of each algorithm across the seven engineering design problems. <i>Ave</i> indicates average fitness, <i>Std</i> indicates standard deviation.

    Average fitness and standard deviation of each algorithm across the seven engineering design problems. <i>Ave</i> indicates average fitness, <i>Std</i> indicates standard deviation... by Junhao Wei (6816803)

    Published 2025
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  12. 12
    HIV screening algorithm.

    HIV screening algorithm. by Wei Li A. Koay (21094209)

    Published 2025
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  13. 13
    2D cross-sections of NAI for quartic Julia sets with <i>c</i> = − 1.0 + 0.02i.

    2D cross-sections of NAI for quartic Julia sets with <i>c</i> = − 1.0 + 0.02i. by Bashir Nawaz (20917970)

    Published 2025
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  14. 14
    2D cross-sections of NAI for cubic Julia sets with <i>c</i> = − 0.3890 − 0.1859i.

    2D cross-sections of NAI for cubic Julia sets with <i>c</i> = − 0.3890 − 0.1859i. by Bashir Nawaz (20917970)

    Published 2025
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  15. 15
    2D cross-sections of AET for cubic Julia sets with <i>c</i> = − 0.3890 − 0.1859i.

    2D cross-sections of AET for cubic Julia sets with <i>c</i> = − 0.3890 − 0.1859i. by Bashir Nawaz (20917970)

    Published 2025
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  16. 16
    2D cross-sections of AET for quartic Julia sets with <i>c</i> = − 1.0 + 0.02i.

    2D cross-sections of AET for quartic Julia sets with <i>c</i> = − 1.0 + 0.02i. by Bashir Nawaz (20917970)

    Published 2025
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  17. 17
    2D cross-sections of AET for cubic Mandelbrot sets.

    2D cross-sections of AET for cubic Mandelbrot sets. by Bashir Nawaz (20917970)

    Published 2025
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  18. 18
    2D cross-sections of AET for quadratic Mandelbrot sets.

    2D cross-sections of AET for quadratic Mandelbrot sets. by Bashir Nawaz (20917970)

    Published 2025
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  19. 19
    2D cross-sections of NAI for quartic Mandelbrot sets.

    2D cross-sections of NAI for quartic Mandelbrot sets. by Bashir Nawaz (20917970)

    Published 2025
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  20. 20
    2D cross-sections of NAI for quadratic Mandelbrot sets.

    2D cross-sections of NAI for quadratic Mandelbrot sets. by Bashir Nawaz (20917970)

    Published 2025
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