Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: ,  consider the two-user multichannel rendezvous problem in a cognitive radio network (CRN) and derive tight lor bounds for maximum time-to-rendezvous (MTTR) and maximum conditional time-to-rendezvous (MCTTR) of various channel hopping (CH) schemes under a channel loading constraint. In the symmetric and synchronous setting,  propose a novel Cycle-Adjustable Channel Hopping (CACH) scheme to achieve the MTTR lor bound (when the channel loading is bounded above by   $1/u$   with   $u$   being a prime por). Thus, the MTTR lor bound is tight and the CACH scheme is optimal in minimizing MTTR among all the symmetric and synchronous CH schemes under the same channel loading constraint. In the asymmetric setting,  show that the classical wait-for-mommy strategy can be used to achieve the MCTTR lor bound, and thus it is optimal. In the symmetric and asynchronous setting,  also show a hierarchical construction of an asynchronous CH sequence by using two smaller asynchronous CH sequences. To further understand the effect of channel loading to the other performance metrics in a CRN,  perform various computer simulations for various CH schemes. Our simulation results show that the average time-to-rendezvous of CACH is independent of the total number of channels, and it is also robust to the disturbance of primary users.
['Cheng-Shang Chang', 'Wanjiun Liao', 'Tsung Ying Wu']
I am writing a research paper on a idea Tight Lower Bounds for Channel Hopping Schemes in Cognitive Radio Networks
[{"from": "human", "value": "I am writing a research paper on a idea Tight Lower Bounds for Channel Hopping Schemes in Cognitive Radio Networks"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: ,  consider the two-user multichannel rendezvous problem in a cognitive radio network (CRN) and derive tight lor bounds for maximum time-to-rendezvous (MTTR) and maximum conditional time-to-rendezvous (MCTTR) of various channel hopping (CH) schemes under a channel loading constraint. In the symmetric and synchronous setting,  propose a novel Cycle-Adjustable Channel Hopping (CACH) scheme to achieve the MTTR lor bound (when the channel loading is bounded above by   $1/u$   with   $u$   being a prime por). Thus, the MTTR lor bound is tight and the CACH scheme is optimal in minimizing MTTR among all the symmetric and synchronous CH schemes under the same channel loading constraint. In the asymmetric setting,  show that the classical wait-for-mommy strategy can be used to achieve the MCTTR lor bound, and thus it is optimal. In the symmetric and asynchronous setting,  also show a hierarchical construction of an asynchronous CH sequence by using two smaller asynchronous CH sequences. To further understand the effect of channel loading to the other performance metrics in a CRN,  perform various computer simulations for various CH schemes. Our simulation results show that the average time-to-rendezvous of CACH is independent of the total number of channels, and it is also robust to the disturbance of primary users."}]