This invention helps quantum computers solve complex problems, especially when the computer has limited connections between its quantum bits or a small number of them. It takes a problem that involves many variables interacting in complicated ways (three or more at a time) and simplifies it. The method does this by adding helper variables, often corresponding to pairs of the original problem variables, to transform the problem into a format the quantum computer can handle more easily.
Why it matters: Filed when quantum processors were extremely limited. As quantum hardware has advanced to intermediate scales, the challenge of efficiently mapping complex problems onto still-limited qubit connectivity and count has become more pressing, making this compilation technique more valuable.
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