Search All Applications in Quantum Computing
Application US20200218848
Published 2020-07-09
Method For Compiling A Quantum Circuit On A Quantum Processor With Trapped Ions
A method for compiling a quantum circuit on a trapped-ion quantum processor includes: obtaining a quantum circuit containing only a first predetermined category of two-qubit quantum gates, and/or one-qubit quantum gates; a step of compiling the quantum gates so that they only contain collective or entangling N-qubit quantum gates of a third predetermined category, one-qubit quantum gates of a fourth predetermined category, and so that all or at least some of those collective or entangling quantum gates simultaneously apply to at least three qubits, advantageously simultaneously apply to the majority of qubits, and even more advantageously simultaneously apply to all the qubits; and a step of grouping together the compiled quantum gates in a compiled quantum circuit.
Much More than Average Length Specification
View the Patent Matrix® Diagram to Explore the Claim Relationships
USPTO Full Text Publication >
- 1. A method for compiling a quantum circuit on a trapped-ion quantum processor, comprising:
potentially a prior step of transforming the quantum circuit so that it no longer contains anything except: a first predetermined category of two-qubit quantum gates, and/or one-qubit quantum gates, a step of compiling the quantum gates, so that they only contain: collective or entangling N-qubit quantum gates of a third predetermined category, one-qubit quantum gates of a fourth predetermined category, and so that all or at least some of those collective or entangling quantum gates simultaneously apply to at least three qubits, advantageously simultaneously apply to the majority of qubits, and even more advantageously simultaneously apply to all the qubits. a step of grouping together the compiled quantum gates in a compiled quantum circuit.
- 9. A method for compiling a quantum circuit on a trapped-ion quantum processor, comprising:
a step of breaking down all or some of the quantum circuit into one or more phase polynomials, a step of directly recomposing said all or some of the quantum circuit into the form of entangling Molmer-Sorensen quantum gates without going through the form of CNOT quantum gates, a step of grouping together the recomposed quantum gates to obtain a compiled circuit.
