void OneSidedJacobiComplexFloat::process(input_stream_cfloat* in_0,
input_stream_cfloat* in_1,
output_stream_cfloat* out_0,
output_stream_cfloat* out_1);
Note
- To utilize bandwidth of input / output stream, the input matrix and output result are transfered in such way: Elem[N*4] and Elem[N*4+1] are transferred with in_0 / out_0, Elem[N*4 + 2] and Elem[N*4 + 3] are transferred with in_1 / out_1. Input matrix contains :math: A[M*N] and :math: U[M*M] (original input matrix and zero matrix as place holder if it’s first graph call, or output matrix from last graph call) and comes in column-major order, like A[:,0], U[:,0], A[:,1], U[:,1], ect.
- Input:
input_stream_cfloat* in_0stream of input matrix, contains lower two elements of each 4 elements.input_stream_cfloat* in_1stream of input matrix, contains higher two elements of each 4 elements.
- Output:
input_stream_cfloat* out_0stream of output matrix, contains lower two elements of each 4 elements.input_stream_cfloat* out_1stream of output matrix, contains higher two elements of each 4 elements.