Bull Sas

Cyril Allouche

Simon Martiel

Minh Thien Nguyen

Thomas Ayral

This invention relates to a method of building a hybrid quantum-classical computing network, comprising: a first step of transformation of an application composed of services into a Petri net including both Petri places () and Petri transitions (-) between said Petri places (), any said Petri place () corresponding to: either a first type building block corresponding to any quantum processing unit () which processes a job into a result, or a second type building block corresponding to any plugin unit (), which converts a job into another job and/or a result into another result, any Petri transition (-) corresponding to any link between two building blocks (), all said links (-) being formatted so as to make any building block () interchangeable, a second step of transformation of said Petri net into a hybrid quantum-classical computing network, replacing any building block by its corresponding unit (), interconnecting all said corresponding units () together by replacing any Petri transition (-) by a connection simply transmitting without processing nor converting.

Method of building a hybrid quantum-classical computing network

A Method for simulating, on a computer processing unit including a semiconductor integrated circuit, the operation of a quantum circuit model, which includes the operations of: dividing the quantum circuit into d adjacent layers Lintended to be successively traversed by the n qubits taken together, each layer including a single quantum gate G; and assigning a type to each quantum gate Gof the circuit, among three predefined types of quantum gates. The three types are: Diagonal type gate, for which the transfer matrix is diagonal; Conventional type gate, for which the transfer matrix is non-diagonal and includes operators having a value of 0 or 1, with only one operator per row and per column; and Dense type gate, which is neither conventional nor diagonal in type.

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Les Clayes Sous Bois, France

Cyril Allouche