Patents by Inventor Arpit Dua

Arpit Dua has filed for patents to protect the following inventions. This listing includes patent applications that are pending as well as patents that have already been granted by the United States Patent and Trademark Office (USPTO).

  • Patent number: 12367416
    Abstract: Various systems and methods are presented regarding applying a non-Clifford logical CCZ gate in a 2D topological code, e.g., a 2D Abelian code. A Kirigami cut and fold process is applied to an initial 3D quantum error-correcting code composed of three copies of 3D surface codes to reduce (cut) a qubit lattice to a hollow cube such that the cube is formed of surfaces comprising qubits. The CCZ is applied to the hollow cube, with the cube subsequently flattened (folded) from the 3D arrangement to a 2D code arrangement. A lattice surgery process can be performed to map/transfer the 2D code arrangement to an ancilla Kirigami code(s), whereupon the 2D code arrangement can be returned to a 2D surface code for further application of a logical Clifford gate, if so desired.
    Type: Grant
    Filed: June 29, 2023
    Date of Patent: July 22, 2025
    Assignees: INTERNATIONAL BUSINESS MACHINES CORPORATION, UNIVERSITY OF MARYLAND, COLLEGE PARK
    Inventors: Guanyu Zhu, Tomas Raphael Jochym-O'Connor, Arpit Dua, Maissam Barkeshli
  • Publication number: 20250005421
    Abstract: Various systems and methods are presented regarding applying a non-Clifford logical CCZ gate in a 2D topological code, e.g., a 2D Abelian code. A Kirigami cut and fold process is applied to an initial 3D quantum error-correcting code composed of three copies of 3D surface codes to reduce (cut) a qubit lattice to a hollow cube such that the cube is formed of surfaces comprising qubits. The CCZ is applied to the hollow cube, with the cube subsequently flattened (folded) from the 3D arrangement to a 2D code arrangement. A lattice surgery process can be performed to map/transfer the 2D code arrangement to an ancilla Kirigami code(s), whereupon the 2D code arrangement can be returned to a 2D surface code for further application of a logical Clifford gate, if so desired.
    Type: Application
    Filed: June 29, 2023
    Publication date: January 2, 2025
    Inventors: Guanyu Zhu, Tomas Raphael Jochym-O'Connor, Arpit Dua, Maissam Barkeshli
  • Patent number: 11256887
    Abstract: A system and method for linking radio frequency identification (RFID) data and barcode data. The method includes receiving the RFID data and the barcode data. The method further includes storing the RFID data and the barcode data in a device. The method further includes identifying common metadata from the RFID data and the barcode data. Further, the method includes merging the RFID data and the barcode data based upon the common metadata. The method further includes eliminating the duplicate data post the RFID data and barcode data are merged to obtain merged data. Finally, the method includes alerting a user when at least the RFID data and the barcode data is matched with the merged data.
    Type: Grant
    Filed: September 28, 2020
    Date of Patent: February 22, 2022
    Assignee: eSmart Source Inc.
    Inventors: Archit Dua, Ankit Dua, Arpit Dua