[Online]A Joint Sensing and Rendezvous Approach for Dynamic Cognitive Radio Networks

A Joint Sensing and Rendezvous Approach for Dynamic Cognitive Radio Networks
ID:129 Submission ID:124 View Protection:ATTENDEE Updated Time:2025-12-23 13:12:30 Hits:318 Online

Start Time:2025-12-29 15:15 (Asia/Amman)

Duration:15min

Session:[S4] Track 4: Dedicated Technologies for Wireless Networks Track 6: Signal Processing for Wireless Communications Track 8: Communication and Networking Technologies for Smart Agriculture » [S4] Track 4: Dedicated Technologies for Wireless NetworksTrack 6: Signal Processing for Wireless CommunicationsTrack 8: Communication and Networking Technologies for Smart Agriculture

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Abstract
In cognitive radio networks (CRNs), the rendezvous problem—which entails creating a shared control channel among secondary users (SUs) in a distributed manner— continues to be a major challenge. In highly dynamic spectrum situations, traditional channel-hopping and blind rendezvous algorithms frequently have inefficiency, scalability problems, and excessive latency (Time-to-Rendezvous, or TTR).  This paper proposes a novel, joint sensing and rendezvous for efficient sharing of common channel within the practical constraints. In contrast to traditional sensing and rendezvous schemes, the joint sensing and rendezvous technique suggested in this research uses a partial number of channels for both sensing and rendezvous attempts. The challenge of finding vacant channels among the risk of occupancy is addressed by using the statistical distribution of unoccupied channels and rendezvous in terms of probability mass function and cumulative mass function.  With the right statistical distribution, the proposed method shows a lower rendezvous time for a guaranteed rendezvous. Our simulation results show that the joint sensing and rendezvous model outperforms traditional distributed rendezvous strategies in terms of rendezvous time in the large-scale and dynamic CRNs.
Keywords
Cognitive radio, multi-radio rendezvous, joint sensing and rendezvous, prime number theory, rendezvous sta- tistical distribution, rendezvous probability
Speaker
Mohammad Tahidul Islam
Lecturer Australia;School of IT and Engineering Melbourne Institute of Technology Melbourne

Submission Author
Mohammad Tahidul Islam Australia;School of IT and Engineering Melbourne Institute of Technology Melbourne
Parvathaneni Naga Srinivasu India;Amrita School of Computing; Amrita Vishwa Vidyapeetham; Amaravati
Hani Hattar Zarqa University
Zakaria Che Muda Malaysia;Faculty of Engineering and Quantity Surveying INTI-IU University Nilai
Uddalok Sen India;Dept. of Information Technology MCKV Institute of Enginnering Howrah
Nagaraj P Department of Computer Science and Engineering, SRM Institute of Science and Technology, Tiruchirappalli, Tamil Nādu, India
Abey Jose School of Allied Health University of Limerick; Ireland
Muhammad Fazal Ijaz Australia;Torrens University
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