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This invention describes a way to make real-world, error-prone quantum computers behave like perfect ones. It involves creating a mathematical 'dressing' transformation that accounts for all the imperfections and noise in the physical machine. This transformation is built after carefully measuring and understanding the physical computer's characteristics, specifically using a technique called quantum process tomography, and then used to perform calculations and measure results as if the computer were ideal.
Why it matters: Filed when quantum computers were largely theoretical, the significant advancements in quantum hardware and the practical development of quantum process tomography since 2004 make this method more applicable. The computational power required to derive and apply such complex transformations has also vastly increased.
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