All decks Close
All decks 11
  • Replica Trick

  • Retreat2024

    This presentation explores the Spectral Form Factors of an Unitary. It discusses the definition of SFF and how it can be reduced to a more familiar form using spectral decomposition. The presentation also mentions the connection between SFF and the two point correlator of the level density.

  • Avalanche-Kataryna

  • Time Crystal without Disorder

  • Retreat! Retreat!

    This presentation explores various order parameters in the hunt for phase space. Topics include average level spacing ratio, envelope of Z_iZ_j, SFF, statistics of Lazadires diagonals, and half chain entanglement entropy. The model discussed is Z2 symmetric random interacting Majorana chains at high energies.

  • MS Thesis Presentation: Keldysh Reading Group

    Phonon Electron Equilibriation: A Keldysh Field Theoretic Approach is a presentation that explores the equilibrium between phonons and electrons in material lattices. The presenter discusses the excitation of electronic degrees of freedom and the cohesive nature of electrons and vibrations.

  • IBM Ising

    Explore the potential of NISQ devices in surpassing classical computation. Delve into the Transverse field Ising Model using 127 qubits, which is expected to be challenging to simulate due to high entanglement.

  • Copy of DTC in NISQ Era

    This presentation explores the concept of Discrete Time Crystals (DTC) in the NISQ era. It discusses the dynamical and eigenstate signatures, as well as the geometry of DTC in chip form. The presentation also raises questions about the nature of DTC and the transitions it undergoes.

  • DTC in NISQ Era

    This presentation explores the concept of discrete time crystals and their relevance in the NISQ era. It discusses the definition and characteristics of time crystals, as well as their behavior in quantum systems. The speaker aims to shed light on the potential applications and implications of this phenomenon.

  • Unitary Evolution

  • MS Thesis Presentation

    Presentation in Defense of the thesis work pursued as MS Project, June 25, 2021.