IP Library Granted Patent US 12664456
Granted Patent B2
US 12664456 · App. 18/401,235 · Granted Jun 23, 2026

Characterization of quantum logic gates via dynamical decoupling

Inventors: Jonathan Arthur Gross (Venice, CA); Dripto Mazumdar Debroy (Los Angeles, CA); Ze-Pei Cian (Mountain View, CA); Matthew Gary Neeley (Goleta, CA); Zhang Jiang (El Segundo, CA)
Assignee: GOOGLE LLC
G06N10/40G06N10/60H03K19/195
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Quick Facts
Patent No.
US 12664456
App. No.
18/401,235
Granted
Jun 23, 2026
Kind
B2
Abstract

One example aspect of the present disclosure is directed to a method for characterizing a multi-qubit logic gate operating on a pair of qubits. The method includes iteratively performing, via a multi-qubit quantum circuit, a set of serial operations on the pair of qubits. The multi-qubit quantum circuit includes the multi-qubit logic gate, a first single-qubit logic gate operating on the first qubit, and a second single-qubit logic gate operating on the second qubit. After iteratively performing the set of serial operations on the pair of qubits, a first quantum state of the first qubit and a second quantum state of the second qubit are measured. A first set of expectation values for the first qubit and a second set of expectation values for the second qubit are determined. A value for a first parameter of a set of parameters of the multi-qubit logic gate is determined.

Claims (42)

1 . A method for characterizing a multi-qubit logic gate that is enabled to operate on a pair of qubits including a first qubit and a second qubit, the method comprising:

iteratively performing a set of serial operations, by a multi-qubit quantum circuit included in a quantum computing system, on the pair of qubits, wherein the multi-qubit quantum circuit includes at least the multi-qubit logic gate, a first single-qubit logic gate that is a first Pauli gate and is enabled to operate on the first qubit, and a second single-qubit logic gate that is a second Pauli gate and is enabled to operate on the second qubit, and wherein the set of serial operations includes a first operation comprising the multi-qubit logic gate operating on the pair of qubits and a second operation comprising the first single-qubit logic gate operating on the first qubit in parallel to the second single-qubit logic gate operating on the second qubit;

after iteratively performing the set of serial operations on the pair of qubits, measuring, at the quantum computing system, a first quantum state of the first qubit;

after iteratively performing the set of serial operations on the pair of qubits, measuring, at the quantum computing system, a second quantum state of the second qubit;

determining, at the quantum computing system, a first set of expectation values for the first qubit based on the first quantum state of the first qubit;

determining, at the quantum computing system, a second set of expectation values for the second qubit based on the second quantum state of the second qubit; and

determining, at the quantum computing system, a value for at least a first parameter of a set of parameters of the multi-qubit logic gate based on the first set of expectation values for the first qubit and the second set of expectation values for the second qubit.

2 . The method of claim 1 , wherein the multi-qubit logic gate is a Fermionic Simulation (fSim) gate and the first parameter corresponds to a controlled phase of the fSim gate.

3 . The method of claim 1 , wherein the multi-qubit logic gate is a Fermionic Simulation (fSim) gate and the first parameter corresponds to a swap angle of the fSim gate.

4 . The method of claim 1 , wherein the first parameter corresponds to a controlled phase of the multi-qubit logic gate and the method further comprises:

prior to iteratively performing the set of serial operations on the pair of qubits, preparing, at the quantum computing system, an initial quantum state of the first qubit in a vacuum state; and

prior to iteratively performing the set of serial operations on the pair of qubits, preparing, at the quantum computing system, an initial quantum state of the second qubit in a first Hadamard state.

5 . The method of claim 1 , wherein the first parameter corresponds to a swap angle of the multi-qubit logic gate and the method further comprises:

prior to iteratively performing the set of serial operations on the pair of qubits, preparing, at the quantum computing system, an initial quantum state of the first qubit in a vacuum state; and

prior to iteratively performing the set of serial operations on the pair of qubits, preparing, at the quantum computing system, an initial quantum state of the second qubit in a first excited state.

6 . The method of claim 1 , wherein the first parameter corresponds to a controlled phase of the multi-qubit logic gate, the first single-qubit logic gate is a first instantiation of a Pauli-X gate, and the second single-qubit logic gate is a second instantiation of the Pauli-X gate.

7 . The method of claim 1 , wherein the first parameter corresponds to a swap angle of the multi-qubit logic gate, the first single-qubit logic gate is a first instantiation of a Pauli-X gate, and the second single-qubit logic gate is a first instantiation of the Pauli-Y gate.

8 . The method of claim 1 , wherein the first quantum state of the first qubit corresponds to an eigenstate of an X-observable of the first qubit and the second quantum state of the second qubit corresponds to an eigenstate of an X-observable of the second qubit.

9 . The method of claim 1 , wherein the first quantum state of the first qubit corresponds to an eigenstate of a Y-observable of the first qubit and the second quantum state of the second qubit corresponds to an eigenstate of a Y-observable of the second qubit.

10 . The method of claim 1 , wherein the first quantum state of the first qubit corresponds to an eigenstate of an X-observable of the first qubit and the second quantum state of the second qubit corresponds to an eigenstate of an Y-observable of the second qubit.

11 . The method of claim 1 , wherein the first parameter corresponds to a swap angle of the multi-qubit logic gate and the multi-qubit logic gate is operated as a controlled Z gate (CZ gate).

12 . A quantum computing system, comprising:

a pair of qubits that includes a first qubit and a second qubit;

a multi-qubit quantum circuit that includes a multi-qubit gate, a first single qubit logic gate that is a first Pauli gate, and a second single qubit logic gate that is a second Pauli gate, wherein the multi-qubit logic gate is enabled to operate on the pair of qubits, the first single-qubit logic gate is enabled to operate on the first qubit, and the second single-qubit logic gate is enabled to operate on the second qubit;

one or more processors;

one or more memory devices, the one or more memory devices storing computer-readable instructions that when executed by the one or more processors cause the one or more processors to perform operations for characterizing the multi-qubit logic gate, the operations comprising:

iteratively performing a set of serial operations, by the multi-qubit quantum circuit, on the pair of qubits, wherein the multi-qubit quantum circuit includes at least the multi-qubit logic gate, a first single-qubit logic gate enabled to operate on the first qubit, and a second single-qubit logic gate that is enabled to operate on the second qubit, and wherein the set of serial operations includes a first operation comprising the multi-qubit logic gate operating on the pair of qubits and a second operation comprising the first single-qubit logic gate operating on the first qubit in parallel to the second single-qubit logic gate operating on the second qubit;

after iteratively performing the set of serial operations on the pair of qubits, measuring a first quantum state of the first qubit;

after iteratively performing the set of serial operations on the pair of qubits, measuring a second quantum state of the second qubit;

determining a first set of expectation values for the first qubit based on the first quantum state of the first qubit;

determining a second set of expectation values for the second qubit based on the second quantum state of the second qubit; and

determining a value for at least a first parameter of a set of parameters of the multi-qubit logic gate based on the first set of expectation values for the first qubit and the second set of expectation values for the second qubit.

13 . The system of claim 12 , wherein the multi-qubit logic gate is a Fermionic Simulation (fSim) gate and the first parameter corresponds to a controlled phase of the fSim gate.

14 . The system of claim 12 , wherein the multi-qubit logic gate is a Fermionic Simulation (fSim) gate and the first parameter corresponds to a swap angle of the fSim gate.

15 . The system of claim 12 , wherein the first parameter corresponds to a controlled phase of the multi-qubit logic gate and the method further comprises:

prior to iteratively performing the set of serial operations on the pair of qubits, preparing an initial quantum state of the first qubit in a vacuum state; and

prior to iteratively performing the set of serial operations on the pair of qubits, preparing an initial quantum state of the second qubit in a first Hadamard state.

16 . The system of claim 12 , wherein the first parameter corresponds to a swap angle of the multi-qubit logic gate and the method further comprises:

prior to iteratively performing the set of serial operations on the pair of qubits, preparing an initial quantum state of the first qubit in a vacuum state; and

prior to iteratively performing the set of serial operations on the pair of qubits, preparing an initial quantum state of the second qubit in a first excited state.

17 . The system of claim 12 , wherein the first parameter corresponds to a controlled phase of the multi-qubit logic gate, the first single-qubit logic gate is a first instantiation of a Pauli-X gate, and the second single-qubit logic gate is a second instantiation of the Pauli-X gate.

18 . The system of claim 12 , wherein the first parameter corresponds to a swap angle of the multi-qubit logic gate, the first single-qubit logic gate is a first instantiation of a Pauli-X gate, and the second single-qubit logic gate is a first instantiation of the Pauli-Y gate.