Fast convolution structures are mathematically equivalent to fast algorithms for parallel FIR filters, polynomial modular multiplication, and pointwise multiplication in the DFT/NTT domains.
Low-area/power parallel FIR digital filter implementations
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The Equivalence of Fast Algorithms for Convolution, Parallel FIR Filters, Polynomial Modular Multiplication, and Pointwise Multiplication in DFT/NTT Domain
Fast convolution structures are mathematically equivalent to fast algorithms for parallel FIR filters, polynomial modular multiplication, and pointwise multiplication in the DFT/NTT domains.