Patents by Inventor Edward Pyzer-Knapp

Edward Pyzer-Knapp 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: 11923050
    Abstract: Method and system are provided for efficiently populating a phase diagram for modeling of multiple substances. The method may include defining an n-way phase diagram with data points each being an n-tuple describing the n substance inputs, wherein the n-way phase diagram is defined at a user-configured resolution. The method may select an initial subset of data points and calculate their contribution to the phase diagram. The method may then generate a Bayesian model based on the initial subset of calculated data points and predicting the resultant phase and an associated uncertainty of all the uncalculated data points in the defined phase diagram. The method may select a sample subset of the data points using maximum entropy sampling and calculating a resultant phase for each of the selected data points, and incorporate the calculated phases into the Bayesian model.
    Type: Grant
    Filed: July 11, 2018
    Date of Patent: March 5, 2024
    Assignees: United Kingdom Research and Innovation, International Business Machines Corporation
    Inventors: Edward Pyzer-Knapp, Richard Anderson
  • Patent number: 11392849
    Abstract: Systems and methods that facilitate motion formalism utilizing quantum computing, to compute matrix operators in terms of commutators between qubit operators and measurements on the quantum hardware, wherein the commutators are computed utilizing symbolic calculus. Embodiments reduce computational cost of generalized eigenvalue synthesis relying on symbolic calculus and parallelization. Embodiments disclosed herein can also develop estimators of excited-states properties, considering constants of motion (e.g. spin) and non-constants of motions (e.g. dipoles, density matrices).
    Type: Grant
    Filed: September 18, 2020
    Date of Patent: July 19, 2022
    Assignees: INTERNATIONAL BUSINESS MACHINES CORPORATION, JSR CORPORATION
    Inventors: Mario Motta, Pauline Ollitrault, Stephen Wood, Panagiotis Barkoutsos, Joseph Latone, Ivano Tavernelli, Gavin Jones, Edward Pyzer-Knapp, Yuya Onishi
  • Publication number: 20220092458
    Abstract: Systems and methods that facilitate motion formalism utilizing quantum computing, to compute matrix operators in terms of commutators between qubit operators and measurements on the quantum hardware, wherein the commutators are computed utilizing symbolic calculus. Embodiments reduce computational cost of generalized eigenvalue synthesis relying on symbolic calculus and parallelization. Embodiments disclosed herein can also develop estimators of excited-states properties, considering constants of motion (e.g. spin) and non-constants of motions (e.g. dipoles, density matrices).
    Type: Application
    Filed: September 18, 2020
    Publication date: March 24, 2022
    Inventors: Mario Motta, Pauline Ollitrault, Stephen Wood, Panagiotis Barkoutsos, Joseph Latone, Ivano Tavernelli, Gavin Jones, Edward Pyzer-Knapp, Yuya Onishi
  • Publication number: 20200168301
    Abstract: Method and system are provided for efficiently populating a phase diagram for modeling of multiple substances. The method may include defining an n-way phase diagram with data points each being an n-tuple describing the n substance inputs, wherein the n-way phase diagram is defined at a user-configured resolution. The method may select an initial subset of data points and calculate their contribution to the phase diagram. The method may then generate a Bayesian model based on the initial subset of calculated data points and predicting the resultant phase and an associated uncertainty of all the uncalculated data points in the defined phase diagram. The method may select a sample subset of the data points using maximum entropy sampling and calculating a resultant phase for each of the selected data points, and incorporate the calculated phases into the Bayesian model.
    Type: Application
    Filed: July 11, 2018
    Publication date: May 28, 2020
    Applicants: United Kingdom Research and Innovation, International Business Machines Corporation
    Inventors: Edward Pyzer-Knapp, Richard Anderson