Scalable set of reversible parity gates for integer factorization

HIGHLIGHTS

  • who: Martin Lanthaler from the Institute University of Innsbruck, Innsbruck, Austria, Parity Quantum Computing GmbH, Innsbruck, Austria. have published the article: Scalable set of reversible parity gates for integer factorization, in the Journal: (JOURNAL) of 29/Oct/2021
  • what: The authors propose to design a quantum factoring device by constructing a reversible version of a classical multiplication circuit built from basic AND half- and full-adder gates. Instead of following the path from multiplication table to QUBO to hardware graph the authors propose to design a special-purpose quantum device with a hardware graph that . . .

     

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