From: Systematic construction of common channel hopping rendezvous strategies in cognitive radio networks
Protocol | ETTR | MTTR | MCTTR | Asymmetric | Maximum | Strategy |
---|---|---|---|---|---|---|
model support | rendezvous diversity | |||||
ACH(RB) [17] | Unknown | Unknown | Unknown | \(\checkmark \) | \(\checkmark \) | RB |
A-MOCH [15] | Unknown | N 2−N+1 | N 2 | \(\checkmark \) | \(\checkmark \) | RB |
SRB [18] | \(\frac {N-1}{2}\) | N−1 | Unknown | RB | ||
ARCH [19] | Unknown | 2N−1⋆ | N 2⋆ | \(\checkmark \) | \({\checkmark }^{\star }\) | RB |
ASYN-ETCH [21] | \(\frac {2N^{2}+N}{N-1}\) | Unknown | Unknown | \(\checkmark \) | \(\checkmark \) | Hybrid |
GOS [22] | \(\frac {N^{4}+2N^{2}+6N-3}{3N^{2}+3N}\) | N(N+1) | Unknown | CS | ||
MC [22] | \(\frac {2P^{2}}{P-1}\) | Unknown | Unknown | Hybrid | ||
MMC [22] | Unknown | Unknown | Unknown | \(\checkmark \) | Hybrid | |
DRSEQ [23] | Unknown | 2N+1 | Unknown | CS | ||
CRSEQ [24] | Unknown | Unknown | P(3P−1) | \(\checkmark \) | CS | |
RW2 [25] | \((N-1)(\ln ^{n}+\frac {1}{2})\) | n(N−1) | 2n(N+1−G)(N−1) | \(\checkmark \) | Hybrid | |
JS [26] | \(\frac {5P}{3}+3\) | 3P | 3N P(P−G)+3P | \(\checkmark \) | \(\checkmark \) | Hybrid |
EJS [27] | \(\frac {3P}{2}+3\) | 4P | 4P(P+1−G) | \(\checkmark \) | \(\checkmark \) | Hybrid |
FRCH [16] | Unknown | 2N+1 | N(2N+1)⋆⋆ | \(\checkmark \) | CS | |
SSB [28] | \(\frac {2(N-1)^{2}}{2N-1}\) | 2N−2 | (N−1)(2N−1) | \(\checkmark \) | CS | |
RPS ⋆⋆⋆ [29] | (1) | (2) | Unknown | \(\checkmark \) | \(\checkmark \) | Hybrid |