QuantumGradientGenerators.jl

Dynamic Gradients for Quantum Control
Author JuliaQuantumControl
Popularity
6 Stars
Updated Last
4 Months Ago
Started In
December 2022

QuantumGradientGenerators

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Dynamic Gradients for Quantum Control.

For a dynamical generator G that depends on one more control function ϵ₁(t)ϵₗ(t), this package defines the "gradient generator" and "gradient vector" |Ψ̃⟩ derived from a quantum state |Ψ⟩, so that

$$\exp(± i \tilde{G} t) |\tilde{Ψ}⟩ = \begin{pmatrix} \frac{∂}{∂ϵ_1} e^{± i G t} |Ψ⟩ \\\ \vdots \\\ \frac{∂}{∂ϵ_n} e^{± i G t} |Ψ⟩ \\\ e^{± i G dt} |Ψ⟩ \end{pmatrix}\,.$$

This gradient generator is a core part of evaluating gradients in the GRAPE method of quantum control.

To evaluate the above equation, the QuantumPropagators package should be used.

Documentation

The documentation of QuantumGradientGenerators.jl is available at https://juliaquantumcontrol.github.io/QuantumPropagators.jl.

Installation

The QuantumGradientGenerators package can be installed with Pkg as

pkg> add QuantumGradientGenerators

Note that this package is not intended for direct use. Instead, it serves as a building block for implementing quantum control methods, e.g. in the GRAPE package.

For development usage within the JuliaQuantumControl organization, see the organization development notes.