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We show the simplest way to explicitly construct an inexpensive gate array that computes keywords and phrases in Ode, given an arbitrary set of stabilizer generators in a quantum code. For a great qubit whose code stabilizer is Generators, the resulting gate spectrum consists of and it works, converted -qubit (where detail in -square numeric words.
Department of Computer Science, University of Calgary, Calgary, Alberta, Canada T2N 1N4
Daniel Gottesman
California Institute of Technology, Pasadena, CA 91125
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We demonstrate how, for any set of generators, except for the stabilizer of the quantum code, a real efficient gate network that computes the signal words can be explicitly constructed. For a qubit whose code stabilizer is d , the resulting breakpoint array is but also operations converted by -qubit (where it searches for in – Qubit passwords.
Department of Computer Science, University of Calgary, Calgary, Alberta, Canada T2N 1N4
California Institute of Technology, Pasadena, CA я 91125
How are quantum error correction codes optimized with reinforcement learning?
Here we demonstrate a reinforcement learning framework for optimization and fault tolerant adaptation of quantum error correction codes. We consider a reinforcement learning agent whose task is to modify the massive domain code memory family until the desired logical error rate is reached.
Resilient error correction with efficient quantum codes.
Di Vincenzo, Shore
Computer science, medicine
Physical reports
1996
These results provide a simple and systematic method for detecting and correcting errors using one of the recently published quantum error correction codes, derived from a theoretical framework recently presented by the group that standardizes all known quantum codes. Development
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The elementary gate quantum for calculation.
Barenko, Bennett, +6 authors
Physical class = “”> Weinfurter
Physics, revision. A, atomic and molecular physics, optics
1995
U (2) passes are obtained that define upper and lower bounds for the exact number of primary school gates required to construct a series of two- and three-digit quantum gates, my asymptotic number which is equally required for German n-bit Toffoli entrance gate, and make some remarks about the code for uniform operations on any number of parts. Development
A scheme for reducing decoherence in computers with large memory.
Shore
Physics, medicine
Physical examination. Atomic, per-, molecular and optical physics
1995
In the mid-1990s, theorists developed methods to preserve the stability of quantum bits char22 methods that can usually be the key to practical large-scale quantum computing.
