Both circular and hyperbolic transformations are needed in the scalar fast array RLS (FARLS) algorithm to transform the pre-array into the post-array.
Block circular and hyperbolic transformations for the block fast array ...
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Abstract—Both circular and hyperbolic transformations are needed in the scalar fast array RLS (FARLS) algorithm to trans- form the pre-array into the ...
Both circular and hyperbolic transformations are needed in the scalar fast array RLS (FARLS) algorithm to transform the pre-array into the post-array.
Block circular and hyperbolic transformations for the block fast array RLS algorithm · Fast Array Multichannel 2D-RLS Based OFDM Channel Estimator · Model-Based ...
The generic form is to use elementary circular and hyperbolic transformations to triangu- larize a certain array of numbers derived from the displacement ...
The rotations themselves can be implemented in a variety of well-known ways: as a sequence of elementary circular or hyperbolic rotations, in square-root- and/ ...
Both circular and hyperbolic transformations are needed in the scalar fast array RLS ... A novel block fast array RLS algorithm applied to ... block fast array RLS ...
... Block circular and hyperbolic transformations for the block fast array RLS algorithm. West R.D., Moon T.K., Gunther J.H.. IEEE. 2011 , citations by CoLab: 0 ...
Block circular and hyperbolic transformations for the block fast array RLS algorithm. 2011 Conference Record of the Forty Fifth Asilomar Conference on ...
The derivation of the array variants of the RLS algorithm relies on a very useful matrix result that encounters applications in many other scenarios as well.