Sentence examples for rsn's from inspiring English sources

We also computed each RSN's average PSD across subjects, which showed good fitting to the a+bf−1 model previously described for raw BOLD signal analysis [73] with an r2 range of 0.97 to 0.55.

These values are expressed as the standard deviation of each RSN's timeseries (estimated at the peak-Z voxel), as a percentage of the mean signal level.

Let r n = s n − t n.

There are 2 n R r, s such u r n s in each bin.

For later use, we define the vector r n [ s ] = r n [ 1, s ], r n [ 2, s ],..., r n [ M, s ] T, which collects the received signals at antenna n and OFDM symbol s, across all sub-carriers.

The sequences { α n }, { r n }, { s n }, { t n } and { w n } are in ( 0, 1 ) such that r n + s n + t n + w n = 1 for all n ≥ 1.

In what follows, we use superscripts (e.g. r n f ) to distinguish between r n, s n, R and S for different functions.

Let { r n }, { s n } and { t n } be nonnegative real sequences and satisfy r n + 1 ≤ ( 1 + s n ) r n + t n for all  n ≥ 1.

Let { r n }, { s n }, and { λ n } be positive number sequences.

According to the state sequence s R n k, the relay demultiplexes y r n k, u r n w R k − 1, j r k and x r n k into subsequences y r, s R n s R k k, s R ∈ S R, u r, s R n s R k w R k − 1, j r k, s R ∈ S R and x r, s R n s R k k, s R ∈ S R, respectively, where ∑ s R ∈ S R n s R k = n.

From the nonexpansiveness of S r n, S s n and Lemma 2.4, we have F ( Q ) = F ( S r n ) ∩ F ( S s n ) = EP ( F 1 ) ∩ EP ( F 2 ).