Michelle Gelman

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Concatenanted Dynamic Decoupling

Concatenanted Dynamic Decoupling

Nov 04, 20251 min read

  • quantum
  • mathematica
  • errorcorrection
  • optimization

Concatenanted Dynamic Decoupling

  • This notebook simulates concatenated dynamical decoupling (CDD) on a qubit coupled to a finite bath, and evaluates robustness via Uhlmann fidelity as a function of both time and concatenation level m (up to m=20). The method numerically evolves the state under a system–bath Hamiltonian with inserted CDD pulse sequences, then computes fidelity curves to quantify error suppression.
  • ==Results show a clear optimal sequence depth around m≈6 for a fixed time t—beyond that, performance begins to fall off (over-concatenation overhead outweighs gains)==

Presentation | Github

quantum mathematica errorcorrection optimization


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