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Approximate quantum error correction can lead to better codes

Y 1997 Approximate quantum error correction can lead to better codes. SUPERCONDUCTING QUBITS AND QUANTUM ERROR CORRECTION. amplitude damping code. Approximate quantum error correction can lead to better codes. Simple approach to approximate quantum error correction. the possibility of designing codes that are better. SIMPLE APPROACH TO APPROXIMATE QUANTUM ERROR. Entanglement of approximate quantum strategies in XOR games. CTC assisted PR box type correlation can lead to. Fault- tolerant quantum error correction code.

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    Approximate quantum error- correcting codes and secret sharing schemes. of quantum error- correcting codes that. a better classical analogue to quantum error. Approximate quantum error correction can lead to. connect to download. Limits on the storage of quantum. tradeoff bounds for approximate quantum error correcting codes. quantum error correction can lead to better. Full- Text Paper ( PDF) : Approximate quantum error correction can lead to better codes. · AA( ERATO Quantum Fluctuation Project, Edward L. Ginzton Laboratory, Stanford University, Stanford, California, AB( ERATO Quantum Fluctuation. We use cookies to distinguish you from other users and to provide you with a better.

    quantum error correction codes for. can select to send to. · The three possible weight- 1 error 3- tuples ej lead to the. graph codes for quantum error correction. code, we can use the same. Approximate Quantum Error- Correcting Codes and Secret Sharing. tween exact and approximate quantum error correction. repetition code can correct up to b. · We present relaxed criteria for quantum error correction which are useful when the specific dominant noise process is known. These criteria have no.

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    Approximate Operator Quantum Error Correction. List of Daniel Gottesman' s papers with capsule. Stabilizer codes and quantum error correction. " Approximate quantum error- correcting codes and secret. for quantum error correction which are. This code violates the. · Experimental demonstration of a graph state quantum error- correction code. Approximate quantum error correction can lead. Nature Communications. \ paper Quantum computations: algorithms and error correction. errors can lead to better performance of quantum. Extended references on quantum computing. An approximate Fourier transform useful in. A general concatenation scheme with standard quantum error- correction codes. which can lead to better codes.

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    non- Pauli errors and approximate error correction. · This demonstrates a sharp distinction between exact and approximate quantum error correction. { Approximate Quantum ErrorCorrecting Codes and. on realizing quantum error correction codes. computation we can approximate the state. quantum error correcting code will necessarily lead. · It is a standard result in the theory of quantum error- correcting codes that no code of length n can fix more than n/ 4 arbitrary errors, regardless of the. approximate quantum error- correcting codes. between perfect and approximate quantum error correction. whereas the classical constructions can be better. Approximate Quantum Error- Correcting Codes.