The IRMA Community
Newsletters
Research IRM
Click a keyword to search titles using our InfoSci-OnDemand powered search:
|
Solving Siphons with the Minimal Cardinality for Deadlock Control
Abstract
By modifying the objective function and adding new constraints to a Mixed Integer Programming (MIP) method proposed by Park and Reveliotis, this chapter presents a Revised MIP (RMIP) method to directly solve siphons, called smart siphons, with the minimal cardinality as well as the minimal number of resource places. Accordingly, a proper Control Place (CP) is added for each smart siphon in order to achieve the desired control. Both efficiency and practicality of this method are proved through a theoretical proof and several examples.
Related Content
Sandhya Avasthi, Tanushree Sanwal, Shivani Sharma, Shweta Roy.
© 2023.
23 pages.
|
Subha Karumban, Shouvik Sanyal, Madan Mohan Laddunuri, Vijayan Dhanasingh Sivalinga, Vidhya Shanmugam, Vijay Bose, Mahesh B. N., Ramakrishna Narasimhaiah, Dhanabalan Thangam, Satheesh Pandian Murugan.
© 2023.
17 pages.
|
Aditya Saxena, Devansh Chauhan, Shilpi Sharma.
© 2023.
26 pages.
|
Eduardo José Villegas-Jaramillo, Mauricio Orozco-Alzate.
© 2023.
33 pages.
|
Revathi A., Poonguzhali S..
© 2023.
18 pages.
|
Indu Malik, Anurag Singh Baghel.
© 2023.
18 pages.
|
Shanu Sharma, Tushar Chand Kapoor, Misha Kakkar, Rishi Kumar.
© 2023.
24 pages.
|
|
|