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Quantum gates that are commonly used in the literature.
This module creates Gate instances for the following gates: X,Y,Z: Pauli gates. H,S: Clifford gates. T: A non-Clifford gate. CZ: Controlled phase gate. CNOT: Controlled not gate.
Each of these are implemented as EigenGates, which means that they can be raised to a power (i.e. cirq.H**0.5). See the definition in EigenGate.
Classes
class CNotPowGate: A gate that applies a controlled power of an X gate.
class CXPowGate: A gate that applies a controlled power of an X gate.
class CZPowGate: A gate that applies a phase to the |11⟩ state of two qubits.
class HPowGate: A Gate that performs a rotation around the X+Z axis of the Bloch sphere.
class XPowGate: A gate that rotates around the X axis of the Bloch sphere.
class YPowGate: A gate that rotates around the Y axis of the Bloch sphere.
class ZPowGate: A gate that rotates around the Z axis of the Bloch sphere.
Functions
CNOT(...): The controlled NOT gate.
CX(...): The controlled NOT gate.
CZ(...): The controlled Z gate.
H(...): The Hadamard gate.
ISWAP(...): The iswap gate.
S(...): The Clifford S gate.
SWAP(...): The swap gate.
T(...): The non-Clifford T gate.
cphase(...): Returns a gate with the matrix diag(1, 1, 1, e^{i rads}.
rx(...): Returns a gate with the matrix e^{-i X rads / 2}.
ry(...): Returns a gate with the matrix e^{-i Y rads / 2}.
rz(...): Returns a gate with the matrix e^{-i Z rads / 2}.