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With the modified received symbol vector (tilde {textbf {y}} = textbf {Q}^{H}textbf {y}), the distance in Equation 7 can then be computed as: (left |textbf {y}-textbf {H}textbf {s} right |^{2} =left |tilde {textbf {y}}-textbf {Rs}right |^{2}).
This modified transmitted symbol will correspondingly result in a modified received symbol as follows: p R, d ( i ) ( t ) = g 0 ( t ) + γ i ∑ j = 1 N f − 1 g d ( i ) ( t − j T f − c j T c ). (8).
Step 5: Decode the data symbols of STBC layer from the new modified received matrix with STBC 2 × N decoder.
Step 5: Decode the data symbols of STBC layer from the new modified received matrix with STBC 2 × (M − 1) decoder.
After decoding the estimated candidate of STBC layer, interference cancellation activity is performed to produce a new modified received signal matrix s with less interference.
In Step 5, it decodes the data symbols of the STBC layer from the new modified received matrix s with STBC 2 × N decoder, it requires 4 N multiplications, N + 2(N − 1) additions and N subtractions.
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