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Quantum-Computing-Collection-Of-Resources

A Well Maintained Repository On Quantum Computing Resources [Code+Theory] Updated Regularly During My Time At IBM, Qubit x Qubit And The Coding School's Introduction To Quantum Computing Course '21

  • Updated Apr 10, 2021
  • Jupyter Notebook
qrack
WrathfulSpatula
WrathfulSpatula commented Aug 31, 2021

There's an obvious extension of ZMask() to "masked" S, T, and general PhaseRootN gates.ZMask() calculates parity of each masked permutation, and applies a -1 multiplicative factor if the parity is odd, achieving a batched set of masked Pauli Z gates. Similarly, for a general batched PhaseRootN gate, the effective extension of this parity calculation is to a ring with 2^(n+1) phas

vprusso
vprusso commented Nov 7, 2021

Given a quantum state provided as a density matrix or vector, determine whether the state is NPT (has negative partial transpose). If some of the eigenvalues of the transpose of the density operator representing the state are strictly smaller than zero, we say the state is NPT.

Note: A state is NPT if it is not PPT, so this should be a direct if not is_ppt(...) function call. It's mostly jus

lazyoracle
lazyoracle commented May 30, 2021

Is your feature request related to a problem? Please describe

Current implementation of Model Learning (C_3 step) suggests duplication of code and lack of integration/reuse with existing solutions (possible case of NIH syndrome).

Describe the solution you'd like

Integrate C3 Model Learning with the Tensorflow ML ecosystem by extending Model and Layer to wrap C3 computations and sta

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