All Stories

  1. Quantum Bochner’s theorem for phase spaces built on projective representations
  2. Quantum model averaging
  3. How the Result of a Single Coin Toss Can Turn Out to be 100 Heads
  4. Data-processing inequalities for quantum metrology
  5. Quantum limits on postselected, probabilistic quantum metrology
  6. Quantum Hamiltonian Learning
  7. Quantum Hamiltonian learning using imperfect quantum resources
  8. Likelihood-Free Methods for Quantum Parameter Estimation
  9. High posterior density ellipsoids of quantum states
  10. Weak Value Amplification is Suboptimal for Estimation and Detection
  11. Adaptive Quantum State Tomography Improves Accuracy Quadratically
  12. Corrigendum: Negative quasi-probability as a resource for quantum computation
  13. Efficient simulation scheme for a class of quantum optics experiments with non-negative Wigner representation
  14. Negative quasi-probability as a resource for quantum computation
  15. Robust Online Hamiltonian Learning
  16. How to best sample a periodic probability distribution, or on the accuracy of Hamiltonian finding strategies
  17. Adaptive Hamiltonian estimation using Bayesian experimental design
  18. Estimating the bias of a noisy coin
  19. Quasi-probability representations of quantum theory with applications to quantum information science
  20. Necessity of negativity in quantum theory
  21. Framed Hilbert space: hanging the quasi-probability pictures of quantum theory
  22. Frame representations of quantum mechanics and the necessity of negativity in quasi-probability representations