ProductFormula#

class qiskit.synthesis.ProductFormula(order, reps=1, insert_barriers=False, cx_structure='chain', atomic_evolution=None)[ソース]#

ベースクラス: EvolutionSynthesis

Product formula base class for the decomposition of non-commuting operator exponentials.

LieTrotter and SuzukiTrotter inherit from this class.

パラメータ:

  • order (int) – The order of the product formula.

  • reps (int) – The number of time steps.

  • insert_barriers (bool) – Whether to insert barriers between the atomic evolutions.

  • cx_structure (str) – How to arrange the CX gates for the Pauli evolutions, can be 「chain」, where next neighbor connections are used, or 「fountain」, where all qubits are connected to one.

  • atomic_evolution (Callable[[Pauli | SparsePauliOp, float], QuantumCircuit] | None) – A function to construct the circuit for the evolution of single Pauli string. Per default, a single Pauli evolution is decomposed in a CX chain and a single qubit Z rotation.

Attributes

settings#

Return the settings in a dictionary, which can be used to reconstruct the object.

戻り値:

A dictionary containing the settings of this product formula.

例外:

NotImplementedError – If a custom atomic evolution is set, which cannot be serialized.

Methods

abstract synthesize(evolution)#

Synthesize an qiskit.circuit.library.PauliEvolutionGate.

パラメータ:

evolution (PauliEvolutionGate) – The evolution gate to synthesize.

戻り値:

A circuit implementing the evolution.

戻り値の型:

QuantumCircuit