Quantum Deletion Codes derived from Classical Deletion Codes (Extended Abstract)
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This manuscript is an extended abstract version of the paper entitled “Quantum Deletion Codes derived from Classical Deletion Codes.” The paper contributes to the fundamental theory for quantum deletion error-correcting codes. The paper proposes a code construction condition for a partition of classical deletion error-correcting codes to derive quantum deletion error-correcting codes. The construction methods in this paper give examples of quantum codes that can correct single-quantum deletion errors and have a code rate arbitrarily close to 1, while the previously known quantum deletion code rates are close to 0 for long length. This manuscript omits the proofs of the statements in the paper.
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