A Study on the PRISM-Based Scheduling Model for Multi-Constrained Systems

Authors

  • Yujie Li
  • Zhengsheng Chen

DOI:

https://doi.org/10.54097/9w5e3466

Keywords:

Multi Task Scheduling, Priority Driven, Resource Allocation, Integer Programming, Process Modeling.

Abstract

In multi-task complex systems, how to achieve efficient task scheduling and optimal resource allocation under multiple conditions such as resource constraints, process constraints and time window limitations is a key issue that urgently needs to be solved in the fields of systems engineering and intelligent control. For typical scheduling scenarios with strong process dependence, multi-stage processes and heterogeneous resource structures, this paper proposes a priority-driven scheduling model (PRISM). Firstly, by constructing the temporal dependency graph model of the task process, the integer programming method is adopted to uniformly represent the task execution status and resource occupation. On this basis, a multi-dimensional priority evaluation function was innovatively designed. Combined with the dynamic resource state vector and the bidirectional scheduling control mechanism, the collaborative optimization of task execution periods and resource allocation was achieved. To deal with the problems of timing conflicts and resource competition in complex scenarios, an adaptive adjustment algorithm based on difference detection is proposed, which effectively guarantees the feasibility and robustness of the scheduling scheme. The experimental part was verified on a typical high-density task set. The results show that the proposed method can effectively improve the scheduling completion rate and resource utilization efficiency, and has good conflict repair ability and engineering adaptability. This method has the advantages of strong universality, stable scheduling performance and high deployability, and is suitable for the research of scheduling optimization problems in multi-type process systems.

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References

[1] Wang R, Nie L, Tan Y. Integrated optimization of train line planning and timetabling: a new method of changing train operation zone and direct-service of cross-line ODs [J]. Transportation Letters, 2025, 17 (4): 666-686.

[2] Shen G, Chi K, Alfarraj O, et al. Task Offloading and Resource Allocation for Wireless Powered Multi-AP Mobile Edge Computing [J]. IEICE Transactions on fundamentals of electronics, communications & computer sciences, 2025 (2): E108/A.

[3] Francisco L.A.F., Digital Archiving of Learner's Credentials Using Discrete Cosine Transform Algorithm [J]. International Research Journal on Advanced Engineering and Management (IRJAEM), 2024, 2 (8): 2505-2516.

[4] Schmid M, Braun S, Sollacher R, et al. Highly efficient encoding for job-shop scheduling problems and its application on quantum computers [J]. Quantum Science and Technology, 2025 (1): 10.

[5] Zhang D, You Y, Liu X. Study of EWM-based project schedule management in tobacco redrying plants [J]. JOURNAL OF COMPUTATIONAL METHODS IN SCIENCES AND ENGINEERING, 2024, 24 (6): 4065–4079.

[6] Taibi S, Toumi L, Bouamama S. Complex network community discovery using fast local move iterated greedy algorithm [J]. The Journal of Supercomputing, 2025, 81 (1): 1-39.

[7] Bouhabza K, Guiatni M, Bouzid Y, et al. Energy-Efficient Passivity-Based Sliding Mode Controller for Small-Scale Quadrotor UAV for Trajectory Tracking [J]. Unmanned Systems, 2025, 13 (03): 837-859.

[8] Balke K N, Dudek C L, Thomas Urbanik I I. Development and Evaluation of Intelligent Bus Priority Concept [J]. Transportation Research Record Journal of the Transportation Research Board, 2000, 1727 (1727): 12-19.

[9] Ma Z, Qi J, Wang M, et al. Time-Varying Formation Tracking Control for Multi-UAV Systems with Directed Graph and Communication Delays [J]. 2021 40th Chinese Control Conference (CCC), 2021: 5436-5441.

[10] Xu T, Huang T Z, Deng L J, et al. Exemplar-based image inpainting using adaptive two-stage structure-tensor based priority function and nonlocal filtering [J]. Journal of Visual Communication and Image Representation, 2022, 83: 103430-.

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Published

28-09-2025

How to Cite

Li, Y., & Chen, Z. (2025). A Study on the PRISM-Based Scheduling Model for Multi-Constrained Systems. Highlights in Science, Engineering and Technology, 155, 172-181. https://doi.org/10.54097/9w5e3466