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Transport aspects                                              2


            quadrant descrambler. This expected constellation point corresponds to the constellation point obtained
            after  the  quadrant  scrambler  and  before  the  constellation  point  scaling  in  the  generation  of  the  sync
            symbol at the FTU-O (see clauses 10.2.2.2 and 10.2.1.5).
            For each of the subcarriers, the complex normalized error sample  E  is defined as E = Z  C, where E is the
            complex error defined as  E  e_ x   j e_  y  with real component  e _  and imaginary component  e _ , and
                                                                                                       y
                                                                          x
             Z   is  the  received  normalized  data  sample  defined  as  Z   z _ x  j z _  y   with  real  component   z _  x   and
            imaginary component   z _  y  , and  C is the expected constellation point associated with the received data
            sample Z, defined as  C   c _  x   j  c _  y  with real component   c _  x   and imaginary component   c _  y   (with

             c _  x  = −1, 0, +1 and  c _  y  = −1, 0, +1). The gain stage of the receiver shall be independent of the expected
            value of C.
            NOTE – The FTU-R can identify the expected constellation point  C for each subcarrier by the element value of the
            probe sequence modulating the sync symbol, communicated to FTU-R during the initialization (see clause 12.3.3.2.1)
            or by the probe sequence update command (see clause 11.2.2.15) during the showtime.

































                                  Figure 10-17 – Definition of the normalized error sample E


            The real and imaginary components of each normalized error sample E shall be clipped and quantized to
            integer values for the clipped error sample components q _ x and q _ y respectively, as follows:
                                                          
                                 q _ x  max  2  B _ max , min  _ xe  2 N  _ max  1     2 ,  B  _ max     1

                                                          
                                 q _ y  max  2  B _ max , min  _ ye  2 N  _  max  1     2 ,  B _ max     1
            where  Q   q _ x   j q _  y   represents  the  clipped  error  sample  and  N_max  represents  the  FTU-R's
            maximum quantization depth of normalized error samples and shall be set to 12, and B_max represents the
            upper bound of the bit index for reporting clipped error sample components q _ x and q _ y (B_max < N_max
            + 6, with B_max configured by the VCE, see Tables 10-9 and 10-10). The parameter B_max is configured by
            the VCE.

            The values of both clipped error sample components q _ x and q _ y shall be represented using the two's
            complement representation of (B_max+1) bits. The format of the clipped error sample for reporting over
            the vectoring feedback channel shall be as defined in clause 10.3.2.3. The particular subcarriers on which
            clipped error samples shall be reported during the initialization and the showtime shall be configured as
            described in clause 12.3.3.2.6 and Table 11-40.


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