Patents Assigned to Cambridge Quantum Computing Limited
  • Publication number: 20230401485
    Abstract: There is provided a method and apparatus for at least one of optimizing, monitoring and controlling a real physical system. Data representative of the physical system are obtained and used to generate one or more Hamiltonians. These Hamiltonians, in turn, are used in a quantum signal processing circuit of a quantum computer to simulate imaginary time evolution of a thermal pure quantum (TPQ) state of a collection of qubits that represent a Gibbs state of the system. Optionally, a Bayesian machine may be trained based on the evolution of the TPQ state to predict behavior of the physical system over time. Classical shadow tomography is then used to provide a classical representation of a TPQ state to a classical computer, to thereby facilitate classical optimization or control of the real physical system.
    Type: Application
    Filed: May 24, 2023
    Publication date: December 14, 2023
    Applicant: Cambridge Quantum Computing Limited
    Inventors: Luuk COOPMANS, Yuta KIKUCHI, Marcello BENEDETTI, Mattia FIORENTINI
  • Publication number: 20230237361
    Abstract: The is provided a computer-implemented method for generating a quantum circuit from a Unitary Coupled Cluster (UCC) Ansatz, wherein the Ansatz represents an excitation of a reference state by a parameterised operator including excitation operators, and wherein the Ansatz includes multi-qubit Pauli operators that are determined from each excitation operator. The method comprises: partitioning the Pauli operators into mutually commuting sets and sequencing the Pauli operators by set; generating Pauli gadgets from the Pauli operators by Trotterization, wherein the Pauli gadgets have a same sequencing by set as the Pauli operators; diagonalising each set of Pauli gadgets to convert the Pauli gadgets into phase gadgets; and transforming the phase gadgets into one- and two-qubit native gates to generate the quantum circuit. Moreover, there is also provided a system that is configured to implement the method.
    Type: Application
    Filed: April 12, 2021
    Publication date: July 27, 2023
    Applicant: Cambridge Quantum Computing Limited
    Inventors: Alexander COWTAN, Ross William DUNCAN, William Victor SIMMONS
  • Patent number: 11444757
    Abstract: Secure, semi-classical authentication schemes are presented. An authentication token is generated by applying a pre-determined measurement to a plurality of random quantum states to obtain a sequence of classical measurement outcomes. The token is validated by receiving the classical measurement outcomes and verifying whether the sequence corresponds to a statistically plausible result for the pre-determined measurement of the plurality of quantum states.
    Type: Grant
    Filed: September 24, 2020
    Date of Patent: September 13, 2022
    Assignees: Cambridge Quantum Computing Limited
    Inventor: Adrian Kent
  • Patent number: 11334322
    Abstract: A security test logic system can include a non-transitory memory configured to store measurements from a measurement apparatus, the measurement outputs comprising indications of presence or absence of coincidences where particles are detected at more than one detector at substantially the same time, the detectors being at the end of different channels from a particle source and having substantially the same length. The system can include a processor configured to compute a test statistic from the stored measurements. The test statistic may express a Bell inequality, and the system can compare the test statistic with a threshold. The processor can be configured to generate and output a certificate certifying that the measurements are from a quantum system if the value of the computed test statistic passes the threshold.
    Type: Grant
    Filed: June 28, 2021
    Date of Patent: May 17, 2022
    Assignee: Cambridge Quantum Computing Limited
    Inventors: Fernando Guadalupe dos Santos Lins Brandão, David John Worrall, Simone Severini
  • Patent number: 11256477
    Abstract: A security test logic system can include a non-transitory memory configured to store measurements from a measurement apparatus, the measurement outputs comprising indications of presence or absence of coincidences where particles are detected at more than one detector at substantially the same time, the detectors being at the end of different channels from a particle source and having substantially the same length. The system can include a processor configured to compute a test statistic from the stored measurements. The test statistic may express a Bell inequality, and the system can compare the test statistic with a threshold. The processor can be configured to generate and output a certificate certifying that the measurements are from a quantum system if the value of the computed test statistic passes the threshold.
    Type: Grant
    Filed: June 28, 2021
    Date of Patent: February 22, 2022
    Assignee: Cambridge Quantum Computing Limited
    Inventors: Fernando Guadalupe dos Santos Lins Brandão, David John Worrall, Simone Severini
  • Publication number: 20210319159
    Abstract: Concepts, systems and methods are described for generating a quantum circuit from a Unitary Coupled Cluster (UCC) ansatz which represents the excitation of a reference state by a parameterised operator including excitation operators. The UCC ansatz includes multi-qubit Pauli operators, referred to as Pauli strings, determined from each excitation operator. The method comprises partitioning the Pauli strings into mutually commuting sets and sequencing the Pauli strings by set. Pauli gadgets are then generated from the Pauli strings by Trotterization, the Pauli gadgets having the same sequencing by set as the Pauli strings. Each set of Pauli gadgets is diagonalised to convert the Pauli gadgets into phase gadgets which are then transformed into one- and two-qubit native gates to generate the quantum circuit.
    Type: Application
    Filed: April 14, 2020
    Publication date: October 14, 2021
    Applicant: Cambridge Quantum Computing Limited
    Inventors: Alexander Cowtan, Ross William Duncan, William Victor Simmons
  • Patent number: 11144689
    Abstract: Concepts, systems and methods are described for generating a quantum circuit from a Unitary Coupled Cluster (UCC) ansatz which represents the excitation of a reference state by a parameterised operator including excitation operators. The UCC ansatz includes multi-qubit Pauli operators, referred to as Pauli strings, determined from each excitation operator. The method comprises partitioning the Pauli strings into mutually commuting sets and sequencing the Pauli strings by set. Pauli gadgets are then generated from the Pauli strings by Trotterization, the Pauli gadgets having the same sequencing by set as the Pauli strings. Each set of Pauli gadgets is diagonalised to convert the Pauli gadgets into phase gadgets which are then transformed into one- and two-qubit native gates to generate the quantum circuit.
    Type: Grant
    Filed: April 14, 2020
    Date of Patent: October 12, 2021
    Assignee: CAMBRIDGE QUANTUM COMPUTING LIMITED
    Inventors: Alexander Cowtan, Ross William Duncan, William Victor Simmons
  • Patent number: 11080021
    Abstract: A security test logic system can include a non-transitory memory configured to store measurements from a measurement apparatus, the measurement outputs comprising indications of presence or absence of coincidences where particles are detected at more than one detector at substantially the same time, the detectors being at the end of different channels from a particle source and having substantially the same length. The system can include a processor configured to compute a test statistic from the stored measurements. The test statistic may express a Bell inequality, and the system can compare the test statistic with a threshold. The processor can be configured to generate and output a certificate certifying that the measurements are from a quantum system if the value of the computed test statistic passes the threshold.
    Type: Grant
    Filed: November 30, 2018
    Date of Patent: August 3, 2021
    Assignee: Cambridge Quantum Computing Limited
    Inventors: Fernando Guadalupe dos Santos Lins Brandão, David John Worrall, Simone Severini