View source for 20240046139. Method for Transmitting Information Through Topological Quantum Error Correction Based on Multi-Space-Time Transformation simplified abstract (Qingdao University of Technology)

=Method for Transmitting Information Through Topological Quantum Error Correction Based on Multi-Space-Time Transformation=


==Organization Name==

[[:Category:Qingdao University of Technology|Qingdao University of Technology]]


[[Category:Qingdao University of Technology]]

==Inventor(s)==

[[:Category:Hongyang Ma of Qingdao City (CN)|Hongyang Ma of Qingdao City (CN)]][[Category:Hongyang Ma of Qingdao City (CN)]]

[[:Category:Haowen Wang of Qingdao City (CN)|Haowen Wang of Qingdao City (CN)]][[Category:Haowen Wang of Qingdao City (CN)]]

[[:Category:Yingjie Qu of Qingdao City (CN)|Yingjie Qu of Qingdao City (CN)]][[Category:Yingjie Qu of Qingdao City (CN)]]

[[:Category:Shumei Wang of Qingdao City (CN)|Shumei Wang of Qingdao City (CN)]][[Category:Shumei Wang of Qingdao City (CN)]]

[[:Category:Tianhui Qiu of Qingdao City (CN)|Tianhui Qiu of Qingdao City (CN)]][[Category:Tianhui Qiu of Qingdao City (CN)]]

==Method for Transmitting Information Through Topological Quantum Error Correction Based on Multi-Space-Time Transformation - A simplified explanation of the abstract==


This abstract first appeared for US patent application 20240046139 titled 'Method for Transmitting Information Through Topological Quantum Error Correction Based on Multi-Space-Time Transformation

==Simplified Explanation==

The present disclosure describes a method for transmitting information using topological quantum error correction based on multi-space-time transformation. The method involves initializing quantum information, detecting and correcting errors in quantum information transmission, and decoding the information. The design of this method allows for easy detection and correction of errors, improving information safety. It only requires an increase in the number of devices for generating quantum states, and a stabilizer can be used for error detection, measurement, and correction. The encoding state of the encoded qubit remains unchanged during odd/even parity measurement, ensuring the security of the encoded qubit. Additionally, a double-layer convolutional neural network model can be used to find an error correction chain with the best effect in an adversarial network.

* The method involves initializing quantum information, detecting errors, correcting errors, and decoding information in quantum information transmission.
* The design allows for easy detection and correction of error information, improving information safety.
* Increasing the number of devices for generating quantum states is the only requirement.
* A stabilizer can be used to analyze code symmetry and error detection, measurement, and correction.
* The encoding state of the encoded qubit remains unchanged during odd/even parity measurement.
* A double-layer convolutional neural network model can be used to find the best error correction chain in an adversarial network.

== Potential Applications ==
This technology has potential applications in various fields, including:

* Quantum communication: The method can be used to transmit information securely and reliably through quantum channels.
* Quantum computing: The error correction technique can enhance the performance and accuracy of quantum computers.
* Data encryption: The method can be applied to encrypt sensitive information, ensuring its confidentiality during transmission.

== Problems Solved ==
The method addresses several problems in quantum information transmission, including:

* Error detection and correction: The method provides an efficient way to detect and correct errors in quantum information transmission.
* Information security: The encoding state of the encoded qubit remains unchanged, ensuring the confidentiality of the information.
* Reliability: The method improves the reliability of quantum information transmission by effectively correcting errors.

== Benefits ==
The use of topological quantum error correction based on multi-space-time transformation offers several benefits, including:

* Improved information safety: The method allows for easy detection and correction of errors, enhancing the security of transmitted information.
* Efficient error correction: The stabilizer and error correction chain analysis enable efficient error detection and correction.
* Enhanced performance: The method improves the reliability and accuracy of quantum information transmission, leading to better overall performance in quantum communication and computing systems.


==Original Abstract Submitted==

the present disclosure relates to a method for transmitting information through topological quantum error correction based on multi-space-time transformation. the method includes steps of initializing quantum information, detecting an error in quantum information transmission, correcting the error in quantum information transmission, and decoding the information in quantum information transmission. according to the design in the present disclosure, it is easy to detect and correct error information, and information safety is improved; only a quantity of devices for generating quantum states needs to be increased, and a stabilizer can be used to analyze code symmetry and error detection, measurement, and correction; any information about an encoded qubit is not revealed during odd/even parity measurement, so that an encoding state of the encoded qubit remains unchanged; and a double-layer convolutional neural network model can be used in an adversarial network to find an error correction chain with a best effect.



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