Standard Gates
Basic Gates
The following are the most common or well-known gates in quantum computing. All of these allow for any number of target_qubits.
I: Identity gate (this has no effect on a qubit but might be used for clarification)X: Standard X gateY: Standard Y gateZ: Standard Z gateS: Standard S gateT: Standard T gateH: Standard Hadamard Gate
R-value Gates
The following are R-value gates that require an rvalue (or rvalue_expr, rvalue_dyadic_denom) to be specified in the gate definition. For example:
{
"gate_type": "Rx",
"rvalue": 0.4,
"target_qubits": [1]
}
R1: Standard R1 gateRx: Standard Rx gateRy: Standard Ry gateRz: Standard Rz gate
Controlled Gates
Note that any of the above gates can be controlled by simply specifying the control_qubits and a single target_qubit in the gate definition. However, the following are provided for compatibility and standardization with other systems.
-
CNOT: The controlled NOT gate. Note that this is identical to the following gate definition, where the 0 qubit is the control and the 1 qubit is the target:{ "gate_type": "X", "control_qubits": [0], "target_qubits": [1] } -
CZ: The controlled Z gate. Note that this is identical to the following gate definition, where the 0 qubit is the control and the 1 qubit is the target:{ "gate_type": "Z", "control_qubits": [0], "target_qubits": [1] }
Measurement Gates
Measurement gates collapse the state of a qubit. Refer to the rand_source_type gate object property to learn more about the randomness used to simulate quantum collapse.
MorMz: Measurement gate in the Z-basis.Mx: Measurement gate in the X-basis.My: Measurement gate in the Y-basis.Mz: Measurement gate in the Z-basis.
Miscellaneous Gates
SWAP: Swaps the two qubits specified intarget_qubits.