Patents by Inventor Leslie F. Greengard

Leslie F. Greengard 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: 10180362
    Abstract: Systems, methods and computer-accessible mediums for determining a specific absorption rate (SAR) of a radio frequency (RF) radiation on an object(s) can be provided, which can, for example hardware arrangement configured to receive thermal information for a portion(s) of the at least one object, and determine the SAR based on the thermal information.
    Type: Grant
    Filed: May 8, 2014
    Date of Patent: January 15, 2019
    Assignee: New York University
    Inventors: Leeor Alon, Cem Murat Deniz, Gene Young Cho, Leslie F. Greengard
  • Publication number: 20140334518
    Abstract: Systems, methods and computer-accessible mediums for determining a specific absorption rate (SAR) of a radio frequency (RF) radiation on an object(s) can be provided, which can, for example hardware arrangement configured to receive thermal information for a portion(s) of the at least one object, and determine the SAR based on the thermal information.
    Type: Application
    Filed: May 8, 2014
    Publication date: November 13, 2014
    Applicant: NEW YORK UNIVERSITY
    Inventors: LEEOR ALON, CEM MURAT DENIZ, GENE YOUNG CHO, LESLIE F. GREENGARD
  • Publication number: 20040133410
    Abstract: A machine for determining field-dependent physical characteristics contains tables of precomputed quadratures and employs them to integrate numerically over a problem boundary. The quadratures are based on products of a kernel function and a basis that spans a wide range of density functions. The kernel function is dependent on a target node's position, and different quadratures are precomputed for different target-node positions or ranges thereof. In the case of at least some of the quadratures, some the basis functions include integrable singularities. The solver divides the problem boundary into a plurality of problem intervals, to which it maps the canonical interval. To integrate a problem interval for a target point, the solver employs a precomputed quadrature that is associated with the target point's relative position and that was generated by using a basis in which a singularity occurs at each canonical-interval location that was mapped to a geometrical singularity on the problem interval.
    Type: Application
    Filed: September 8, 2003
    Publication date: July 8, 2004
    Inventors: Joseph Franklin Ethridge, Zydrunas Gimbutas, Leslie F. Greengard, Vladimir Rokhlin, William Y. Crutchfield