Patents by Inventor Anthony Daoud

Anthony Daoud 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).

  • Publication number: 20230117344
    Abstract: A method for compliance with Know Your Customer (KYC) and other regulations includes a pseudonymous globally unique identifier stored on a blockchain that associates a pseudonymous first party address with a globally unique identifier representing the vetted identity of the owner of the address. The method also includes a trusted third party issuing a verifiable credential for a first pseudonymous party to a proposed transaction to a second pseudonymous party to the transaction.
    Type: Application
    Filed: October 20, 2022
    Publication date: April 20, 2023
    Inventors: Paul Burchard, Fabiano Romeiro, Marco Argenti, Raj Mahajan, Anthony Daoud, Dominic Dotterrer, Lachlan Maxwell, Rahul Sharma
  • Patent number: 11593360
    Abstract: An empirical approach to providing differential privacy includes applying a common statistical query to a set of databases to produce sample values, both with and without any particular entity's data. The probability density is empirically estimated by sorting the sample values to generate an empirical cumulative distribution function. The cumulative distribution function is differenced across approximately the square root of the number of sample points to get an empirical density function. The statistical query is empirically (?,?)-private if the empirical densities with and without any particular individual differ by a factor of no more than exp(?), with the exception of a set for which the densities exceed that bound by a total of no more than ?.
    Type: Grant
    Filed: August 28, 2020
    Date of Patent: February 28, 2023
    Assignee: Goldman Sachs & Co. LLC
    Inventors: Paul Burchard, Anthony Daoud, Dominic Dotterrer
  • Patent number: 11049034
    Abstract: A method is provided for solving a computational problem that is reducible to a problem of counting solutions to an associated decision problem. The method includes estimating a number of the solutions to the decision problem using a quantum computer by determining if there is at least one simultaneous solution to both (i) the decision problem and (ii) an associated hashing problem. The method also includes increasing a precision of the estimated number of the solutions to the decision problem using the quantum computer by determining if there are multiple solutions to the decision problem that are simultaneously solutions to the associated hashing problem. The method further includes outputting or using the estimated number of the solutions to the decision problem as a solution to the computational problem.
    Type: Grant
    Filed: September 8, 2017
    Date of Patent: June 29, 2021
    Assignee: Goldman Sachs & Co. LLC
    Inventors: Paul Burchard, Anthony Daoud
  • Publication number: 20210064610
    Abstract: An empirical approach to providing differential privacy includes applying a common statistical query to a set of databases to produce sample values, both with and without any particular entity's data. The probability density is empirically estimated by sorting the sample values to generate an empirical cumulative distribution function. The cumulative distribution function is differenced across approximately the square root of the number of sample points to get an empirical density function. The statistical query is empirically (?,?)-private if the empirical densities with and without any particular individual differ by a factor of no more than exp(?), with the exception of a set for which the densities exceed that bound by a total of no more than ?.
    Type: Application
    Filed: August 28, 2020
    Publication date: March 4, 2021
    Inventors: Paul Burchard, Anthony Daoud, Dominic Dotterrer
  • Publication number: 20180096258
    Abstract: A method is provided for solving a computational problem that is reducible to a problem of counting solutions to an associated decision problem. The method includes estimating a number of the solutions to the decision problem using a quantum computer by determining if there is at least one simultaneous solution to both (i) the decision problem and (ii) an associated hashing problem. The method also includes increasing a precision of the estimated number of the solutions to the decision problem using the quantum computer by determining if there are multiple solutions to the decision problem that are simultaneously solutions to the associated hashing problem. The method further includes outputting or using the estimated number of the solutions to the decision problem as a solution to the computational problem.
    Type: Application
    Filed: September 8, 2017
    Publication date: April 5, 2018
    Inventors: Paul Burchard, Anthony Daoud