Showing 81 - 100 results of 119 for search '(( binary time feature optimization algorithm ) OR ( binary based policy optimization algorithm ))', query time: 0.69s Refine Results
  1. 81
  2. 82
  3. 83
  4. 84
  5. 85
  6. 86

    Sample image for illustration. by Indhumathi S. (19173013)

    Published 2024
    “…We have developed two filters capable of computing pixel intensity variations, followed by the covariance matrix of the polynomial to describe the features. The superiority of CBFD is validated through precision, recall, computation time, and feature location distance. …”
  7. 87

    Process flow diagram of CBFD. by Indhumathi S. (19173013)

    Published 2024
    “…We have developed two filters capable of computing pixel intensity variations, followed by the covariance matrix of the polynomial to describe the features. The superiority of CBFD is validated through precision, recall, computation time, and feature location distance. …”
  8. 88

    Precision recall curve. by Indhumathi S. (19173013)

    Published 2024
    “…We have developed two filters capable of computing pixel intensity variations, followed by the covariance matrix of the polynomial to describe the features. The superiority of CBFD is validated through precision, recall, computation time, and feature location distance. …”
  9. 89

    Quadratic polynomial in 2D image plane. by Indhumathi S. (19173013)

    Published 2024
    “…We have developed two filters capable of computing pixel intensity variations, followed by the covariance matrix of the polynomial to describe the features. The superiority of CBFD is validated through precision, recall, computation time, and feature location distance. …”
  10. 90

    Data_Sheet_1_A real-time driver fatigue identification method based on GA-GRNN.ZIP by Xiaoyuan Wang (492534)

    Published 2022
    “…In this paper, a non-invasive and low-cost method of fatigue driving state identification based on genetic algorithm optimization of generalized regression neural network model is proposed. …”
  11. 91
  12. 92
  13. 93
  14. 94
  15. 95
  16. 96
  17. 97
  18. 98
  19. 99
  20. 100