Showing 501 - 520 results of 571 for search 'path optimization algorithm', query time: 0.19s Refine Results
  1. 501

    Chart of changes in passenger travel utility. by Jiren CAO (20442214)

    Published 2024
    “…The model aimed at maximize the corporate revenue and maximize passenger travel benefit, and was solved by large neighborhood search heuristic algorithm and path size logit assignment based on capacity constraint-passenger flow increment accurate algorithm. …”
  2. 502

    Abstracted train service network. by Jiren CAO (20442214)

    Published 2024
    “…The model aimed at maximize the corporate revenue and maximize passenger travel benefit, and was solved by large neighborhood search heuristic algorithm and path size logit assignment based on capacity constraint-passenger flow increment accurate algorithm. …”
  3. 503

    Passenger flow data. by Jiren CAO (20442214)

    Published 2024
    “…The model aimed at maximize the corporate revenue and maximize passenger travel benefit, and was solved by large neighborhood search heuristic algorithm and path size logit assignment based on capacity constraint-passenger flow increment accurate algorithm. …”
  4. 504

    S1 Data - by Hongping Wei (196994)

    Published 2025
    “…The proposed algorithm provides highly accurate EDR estimations for flight paths and demonstrates good practical applicability for assessing turbulence intensity along flight routes, thereby enhancing the safety of aircraft during flight.…”
  5. 505

    Loss curves of the multi-head mechanism. by Hongping Wei (196994)

    Published 2025
    “…The proposed algorithm provides highly accurate EDR estimations for flight paths and demonstrates good practical applicability for assessing turbulence intensity along flight routes, thereby enhancing the safety of aircraft during flight.…”
  6. 506

    Training flow chart of the multi-head mechanism. by Hongping Wei (196994)

    Published 2025
    “…The proposed algorithm provides highly accurate EDR estimations for flight paths and demonstrates good practical applicability for assessing turbulence intensity along flight routes, thereby enhancing the safety of aircraft during flight.…”
  7. 507

    Introduction of turbulence field related content. by Hongping Wei (196994)

    Published 2025
    “…The proposed algorithm provides highly accurate EDR estimations for flight paths and demonstrates good practical applicability for assessing turbulence intensity along flight routes, thereby enhancing the safety of aircraft during flight.…”
  8. 508

    Power spectrum diagram. by Hongping Wei (196994)

    Published 2025
    “…The proposed algorithm provides highly accurate EDR estimations for flight paths and demonstrates good practical applicability for assessing turbulence intensity along flight routes, thereby enhancing the safety of aircraft during flight.…”
  9. 509

    HMM to infer selection. by Adam G. Fine (21763286)

    Published 2025
    “…Trajectories with population frequencies closer to the frequencies in the samples are given more weight when computing the expected values in the E-step of the algorithm. B) Log-likelihood surface and path of the EM-HMM optimization under each mode for a given replicate simulated under <i>additive</i> selection.…”
  10. 510

    Steps in the extraction of 14 coordinates from the CT slices for the curved MPR. by Linus Woitke (22783534)

    Published 2025
    “…In e), the image is skeletonized by creating a line along the center of the lower jaw. Protruding paths are then eliminated using graph-based optimization algorithms, as demonstrated in f). …”
  11. 511
  12. 512

    An HSR corridor with m stations and n trains. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  13. 513

    Structure of bi-level programming model. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  14. 514

    Lanzhou-Xi’an HSR corridor. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  15. 515

    Comparison of related studies with our work. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  16. 516

    Unit impedance of each OD pair. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  17. 517

    Subscripts and parameters used in TSSN. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  18. 518

    Occupying rate of v-class seat in each train. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  19. 519

    Schematic diagram of mutation operation. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”
  20. 520

    The values of other input parameters. by Zhipeng Huang (1759759)

    Published 2025
    “…Impedance functions for various network arcs are developed, incorporating these three key attributes of travel demand and transforming the passenger travel choice issue into a path selection problem within the TSSN. A bi-level programming model is formulated: the upper level optimizes train operations and fare structures, while the lower level employs user equilibrium (UE) theory to distribute OD passenger demands across trains. …”