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  • Automatic differentiation
  • Ground state eigenfunctions
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  • Parametric resonator
  • Quantum Fisher Information
  • Setup
  • reproduced_papers
    • Optica 3(9) 1014-1018 (2016)
    • Phys. Rev. A 56, 4175 (1997)
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My Setup

An overview of my OS and software stack for scientific computing.

  • setup
  • tools
  • scientific-computing
Saturday, July 19, 2025 | 2 minutes Read
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Open Source Contributions

A summary of my recent open source contributions, including merged pull requests.

    Monday, July 14, 2025 | 4 minutes Read
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    Preparation of nonclassical states in cavities with a moving mirror

    Reproducing the results of Bose et al. on nonclassical states in cavities with a moving mirror.

    • python
    • Reproduced paper
    • qutip
    Monday, July 14, 2025 | 6 minutes Read
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    Quantum Fisher Information with automatic differentiation

    Computation of Quantum Fisher Information for a driven-dissipative Kerr Parametric Oscillator using automatic differentiation.

    • Julia
    • Tutorial
    • Automatic Differentiation
    Sunday, July 13, 2025 | 4 minutes Read
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    Bloch oscillation in a dynamically modulated ring resonator

    We show how a ring resonator with a dynamic refractive index modulation can exhibit Bloch oscillation of light along the frequency axis, as a result of an effective force for photons induced by the modulation.

    • Julia
    • Tutorial
    • Reproduced paper
    Monday, October 23, 2023 | 10 minutes Read
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    From harmonic oscillator to the parametron

    We try to understand the Kerr Parametric Oscillator (KPO) by slowly adding complexity the harmonic oscillator.

    • Julia
    • Tutorial
    Wednesday, November 2, 2022 | 21 minutes Read
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    Automatic differentiation of a recursive partition function

    Computing the energy of a bosonic gas in an harmonic trap using automatic differentiation.

    • Julia
    • Tutorial
    • Automatic Differentiation
    Saturday, April 2, 2022 | 6 minutes Read
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    Diagonalising 2D Schrödinger Equation

    The eigenfunctions of the time independent Schrödinger equation are numerically computed by discretising with the finite difference method and using exact diagonalisation of sparse matrices.

    • Julia
    • Tutorial
    Monday, March 28, 2022 | 10 minutes Read