qib.operator.gates.MultiplexedGate

class qib.operator.gates.MultiplexedGate(tgates: Sequence[Gate], ncontrols: int)

Bases: Gate

Multiplexed gate (control qubits select a unitary), generalizing a controlled gate.

Methods

as_circuit_matrix	Generate the sparse matrix representation of the gate as element of a quantum circuit.
as_matrix	Generate the matrix representation of the multiplexed gate.
as_qasm	Generate a Qobj OpenQASM representation of the gate.
as_tensornet	Generate a tensor network representation of the gate.
fields	Return the list of fields hosting the quantum particles which the gate acts on.
inverse	Return the inverse operator.
is_hermitian	Whether the gate is Hermitian.
is_unitary	A quantum gate is unitary by definition.
particles	Return the list of quantum particles the gate acts on.
set_control	Set the control qubits.
target_gates	Get the target gates.

Attributes

num_controls	The number of control qubits.
num_wires	The number of "wires" (or quantum particles) this gate acts on.

as_circuit_matrix(fields: Sequence[Field])

Generate the sparse matrix representation of the gate as element of a quantum circuit.

as_matrix()

Generate the matrix representation of the multiplexed gate.

as_qasm()

Generate a Qobj OpenQASM representation of the gate.

as_tensornet()

Generate a tensor network representation of the gate.

fields()

Return the list of fields hosting the quantum particles which the gate acts on.

inverse()

Return the inverse operator.

is_hermitian()

Whether the gate is Hermitian.

is_unitary()

A quantum gate is unitary by definition.

property num_controls

The number of control qubits.

property num_wires

The number of “wires” (or quantum particles) this gate acts on.

particles()

Return the list of quantum particles the gate acts on.

set_control(*args)

Set the control qubits.

target_gates()

Get the target gates.