qlasskit.qcircuit.qcircuit.QCircuit

class qlasskit.qcircuit.qcircuit.QCircuit(num_qubits=0, name='qc', native=None)

__init__(num_qubits=0, name='qc', native=None)

Initialize a quantum circuit.

Parameters:: num_qubits (int, optional) – The number of qubits in the circuit. Defaults to 0.

Methods

`__init__`([num_qubits, name, native])	Initialize a quantum circuit.
`add_qubit`([name])	Add a qubit to the circuit.
`append`(gate, qubits[, param])	Append a gate operation to the circuit.
`append_circuit`(other[, qubits])	Add a qcircuit, remapping to qubits
`barrier`([label])	Add a barrier to the circuit
`ccx`(w1, w2, w3)	CCX gate
`copy`([vanilla])	Create a copy of the quantum circuit; if vanilla is True, reset all mapping info
`cp`(phase, w1, w2)	CP gate
`cx`(w1, w2)	CX gate
`cz`(w1, w2)	CZ gate
`draw`()	Draw the circuit
`export`([mode, framework])	Exports the circuit to another framework.
`get_key_by_index`(i)	Return the qubit name given its index
`h`(w)	H gate
`iqft`(wl)	Apply the inverse quantum fourier transform
`mctrl`(g, wl, target[, param])	Multi controlled gate
`mcx`(wl, target)	Multi CX gate
`qft`(wl)	Apply the quantum fourier transform
`random`(qubits_n, depth[, gate_list])
`repeat`(n)	Return a copy of the QCircuit repeated n times
`s`(w)	S gate
`swap`(w1, w2)
`t`(w)	T gate
`x`(w)	X gate
`y`(w)	Y gate
`z`(w)	Z gate

Attributes