Sentence examples for symbol up from inspiring English sources

A car is largely a symbol – up until now, it's often been a conduit to freedom, and a means to an end of escape, of exploration, or of getting you where you need to go, under your own power.

It can be noticed that the TR system allocates symbols from the BPSK (1 bit per symbol) up to the 16-QAM modulation (4 bits per symbol), whereas the other systems only transmit BPSK symbols and this for a very small number of subcarriers.

However, when I put my symbol up it represents "Music" to me, and that's all.

It is worth noting that in order to calculate the first term of (8), one has to average overall possible (M_{c}^{|mathcal {J}|NM}) input symbols (up to (M_{c}^{KNM}) for sum-rate) according to (9).

These alphabets make it possible to shift all the symbols in |Σ| the desired K symbols up and down.

The three symbols in Σ are then shifted K = 2 symbols up and down using the following three pairs of alphabets: = { N, U} and = { B, C}; = { U, V} and = { C, D}; and = { V, W} and = { D, N}.

In the general case, and in order to shift the expression pattern of the genes K symbols up and down we consider a pair of K symbol alphabets: Σ↑ and Σ↓.

In this case, and in order to shift the expression pattern of the genes K = 2 symbols up and down, we need to consider, for example, the K = 2 symbol alphabets Σ↑ = { V, W} and Σ↓ = { B, C}.

These extensions allow the shifting of gene expression patterns up to K symbols up and down, in order to potentially find maximal e-CCC-Biclusters that would not be found due to different gene expression rates.

When the extension to "jump over" missing values is considered, we construct T right for the set of strings together with their corresponding set of shifted patterns K symbols up and down.

In order to discover e-CCC-Biclusters with scaled patterns we modify e-CCC-Biclustering as follows: We construct the generalized suffix tree T right, used in procedure computeRight MaximalBiclusters, for the set of strings S i = { S1,..., S| R |} and insert in T right the patterns resulting from shifting the expression pattern S i K symbols up and down.