Proposes a QFT-based quantum matrix multiplication framework claiming O(n) adder and O(n²) multiplier gate complexity plus a quantum Strassen variant for potential ML acceleration.
Strassen, Gaussian elimination is not optimal, Numer ische mathematik 13 (4) (1969) 354–356
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Universal Matrix Multiplication on Quantum Computer
Proposes a QFT-based quantum matrix multiplication framework claiming O(n) adder and O(n²) multiplier gate complexity plus a quantum Strassen variant for potential ML acceleration.