Ramis Movassagh

age ~42

from Brighton, MA

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Also known as:
  • Ramis Movasagh
  • Movassagh Ramis
  • Ramis B
  • Ramis H
Related to:
Connected to:

Ramis Movassagh Phones & Addresses

  • Brighton, MA
  • Cambridge, MA
  • Ithaca, NY

Resumes

Ramis Movassagh Photo 1

Visiting Scientist At Perimeter Institute

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Position:
Visiting Scientist at James Franck Institute, University of Chicago, Visiting scientist at Perimeter Institute, Research Instructor at Northeastern University
Location:
Greater Boston Area
Industry:
Research
Work:
James Franck Institute, University of Chicago - Chicago, IL since Apr 2013
Visiting Scientist
Perimeter Institute - Waterloo Canada since Apr 2013
Visiting scientist
Northeastern University - Greater Boston Area since Sep 2012
Research Instructor
MIT - MIT May 2012 - Aug 2012
Post-Doctoral researcher
MIT Mathematics - Cambridge, MA Sep 2007 - Jun 2012
PhD
Education:
Massachusetts Institute of Technology 2007 - 2012
PhD, Applied Mathematics ETH-Zürich 2005 - 2007
Pre-Doc, Neuroscience and Mathematical Physics Cornell University 2001 - 2004
B.Sc., Applied and Engineering Physics
Interests:
Quantum Information Theory, Condensed Matter Theory, Random Matrix Theory.
Languages:
Persian
German
English
Ramis Movassagh Photo 2

Ramis Movassagh

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Location:
Boston, MA
Industry:
Research
Work:
Massachusetts Institute of Technology (Mit)
Education:
Massachusetts Institute of Technology 2007 - 2011
ETH 2005 - 2007
Cornell University 2000 - 2004
B.Sc., Applied and Engineering Physics

Us Patents

  • Cost Function Deformation In Quantum Approximate Optimization

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  • US Patent:
    20200005179, Jan 2, 2020
  • Filed:
    Sep 10, 2019
  • Appl. No.:
    16/566400
  • Inventors:
    - Armonk NY, US
    Antonio Mezzacapo - Westchester NY, US
    Ramis Movassagh - Boston MA, US
    Paul K. Temme - Ossining NY, US
  • International Classification:
    G06N 10/00
    G06F 7/544
  • Abstract:
    Techniques for performing cost function deformation in quantum approximate optimization are provided. The techniques include mapping a cost function associated with a combinatorial optimization problem to an optimization problem over allowed quantum states. A quantum Hamiltonian is constructed for the cost function, and a set of trial states are generated by a physical time evolution of the quantum hardware interspersed with control pulses. Aspects include measuring a quantum cost function for the trial states, determining a trial state resulting in optimal values, and deforming a Hamiltonian to find an optimal state and using the optimal state as a next starting state for a next optimization on a deformed Hamiltonian until an optimizer is determined with respect to a desired Hamiltonian.

  • Cost Function Deformation In Quantum Approximate Optimization

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  • US Patent:
    20190164079, May 30, 2019
  • Filed:
    Nov 28, 2017
  • Appl. No.:
    15/823654
  • Inventors:
    - Armonk NY, US
    Antonio Mezzacapo - Westchester NY, US
    Ramis Movassagh - Boston MA, US
    Paul K. Temme - Ossining NY, US
  • International Classification:
    G06N 99/00
    G06F 7/544
  • Abstract:
    Techniques for performing cost function deformation in quantum approximate optimization are provided. The techniques include mapping a cost function associated with a combinatorial optimization problem to an optimization problem over allowed quantum states. A quantum Hamiltonian is constructed for the cost function, and a set of trial states are generated by a physical time evolution of the quantum hardware interspersed with control pulses. Aspects include measuring a quantum cost function for the trial states, determining a trial state resulting in optimal values, and deforming a Hamiltonian to find an optimal state and using the optimal state as a next starting state for a next optimization on a deformed Hamiltonian until an optimizer is determined with respect to a desired Hamiltonian.
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