continuous-variable (CV) quantum information process-ing using optical systems is also expected to play impor-tant roles in the path towards practical QC [5{12], due to its room-temperature and high-bandwidth operability. We propose a deterministic, measurement-free implementation of a cubic phase gate for continuous-variable quantum information processing. Then the result of the theorem follows from a result of (James, Gough, 2010). Skip to content. Registration. firemouse ceramics | hideo mabuchi. In our scheme, the applications of displacement and squeezing operations allow us to engineer the effective evolution of the quantum state propagating through an optical Kerr nonlinearity. Rev. Automat. 9 posts published by Hideo during December 2015. A 92, 023819 â Published 12 August 2015 Hideo Mabuchi of Stanford University: Workshop On Uncertain Dynamical Systems Udine 2011 9 In general, quantum linear stochastic systems represented by linear ... +cV ⤠λ. Feedback Control of Quantum State Reduction (with John K. Stockton, Hideo Mabuchi) IEEE Trans. Academia.edu is a platform for academics to share research papers. December 16, 2015 February 1, 2016. Numerical optimization results for the squeezing spectrum Optimized squeezing spectra for di erent values of intracavity loss: Optimized squeezing spectra for di erent values of OPO pump power: Control 50, 768-780 (2005). If you wish to apply for a grant please send an application including a CV to the Secretariat of MaPhySto at the address below. In such systems, it is known that Gaussian operations to-gether with one non-Gaussian operation su ces to realize ⦠Opt. in Physics from Princeton University (1992) and my Ph.D. in Physics from the California Institute of Technology (1998). Comprehensive analysis of the optical Kerr coe cient of graphene Daniel B. S. Soh,1,2 Ryan Hamerly, 1and Hideo Mabuchi 1Edward L. Ginzton Laboratory, Stanford University, Stanford, CA 94305, USA 2Sandia National Laboratories, Livermore, CA 94550, USA (Dated: June 21, 2018) We present a comprehensive analysis of the the nonlinear optical Kerr e ect in graphene. The QNET package (developed by Hideo Mabuchiâs group at Stanford University) is used to derive the (S;L;H) model of the CQFN. Quantum noise of free-carrier dispersion in semiconductor optical cavities Ryan Hamerly and Hideo Mabuchi Phys. Month: December 2015. 7, S179-S197 (2005). Modelling and feedback control design for quantum state preparation (with John K. Stockton, Hideo Mabuchi) J. Opt. B: Quantum Semiclass. E cient simulation of ultrafast quantum nonlinear optics with matrix product states Ryotatsu Yanagimoto,1, Edwin Ng,1 Logan G. Wright,2,3 Tatsuhiro Onodera,2,3 and Hideo Mabuchi1 1E.L.Ginzton Laboratory, Stanford University, Stanford, California 94305, USA 2NTT Physics and Informatics Laboratories, NTT Research, Inc., 1950 University Ave., East Palo Alto, California ⦠Under appropriate conditions, ⦠Toggle Sidebar. Academic short bio I received my A.B. Thesis Advisor Prof. Hideo Mabuchi Ph.D. Dissertation: Magnetic Microtraps for Cavity QED, Bose-Einstein Condensates, and Atom Optics 9/95 to 6/99 Princeton University A.B., Physics Magna Cum Laude, June 1999 Undergraduate Thesis Advisors Prof. â¦