The phrase "adjacent symbol" is correct and usable in written English.
It can be used when referring to a symbol that is next to or neighboring another symbol, often in contexts like mathematics, programming, or graphic design.
Example: "In the equation, the adjacent symbol indicates the operation to be performed."
Alternatives: "neighboring symbol" or "contiguous symbol".
For any special value of k that μ+kε exceeds from this interval, the synchronizer starts to relate the timing delay to the adjacent symbol and CS happens.
Once timing delay exceeds from this span, TED will assign the error to the adjacent symbol periodically, so that delay values greater than T/2 would not be estimated correctly and consequently CS happens alternatively.
This assumes the channels of either adjacent symbol intervals or subcarriers are identical, so that either time or frequency diversity will be achieved when a single codeword is mapped to different antennas within two adjacent time or frequency intervals.
Since symbols b and c multiplex together, then an iterative process as described in step 4.2 is followed by reusing the N q most likely combinations of one symbol for marginalization to obtain the APP values of the adjacent symbol.
The error case that the destination decodes R ( x k ) to R ( x k ) + 2 d From (13), if s k, R > ρ p 1 g 1 + p 2 g 2 + p 3 w ( R ( x k ) + d ) and there is an adjacent symbol of x k in this direction, the destination can erroneously decode R ( x k ) to R ( x k ) + 2 d with the following SER P e 3, 1 = E Q d 2 ρ p 1 g 1 + p 2 g 2 − p 3 w p 1 g 1 + p 2 g 2 + p 3 w.
We especially proposed and designed a simple scheme that compensates carrier frequency offset by using an average of phase errors between adjacent symbols.
It introduces turbo equalization, a technique to mitigate intersymbol interference and extends turbo equalization to MIMO channels, where the interference comes both from adjacent symbols and from other antennas.
Consider a M-QAM symbol x+ = xr+ + j xi+, with distance d between adjacent symbols.
BT is a typical parameter of GMSK, and different BTs present different correlations between adjacent symbols.
(4) The subcarriers are perfectly orthogonal such that no intersymbol interference between adjacent symbols occurs.
We assume that phase variations are small over short blocks of adjacent symbols.
