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Next: FFT Multiplication , Previous: Toom 4-Way Multiplication , Up: Multiplication   [ Index ] 15.1.5 Higher degree Toom’n’half The Toom algorithms described above (see Toom 3-Way Multiplication , see Toom 4-Way Multiplication ) generalize to split into an arbitrary number of pieces. In general a split of two equally long operands into r pieces leads to evaluations and pointwise multiplications done at 2*r-1 points. To fully exploit symmetries it would be better to have a multiple of 4...

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