Module roqoqo::operations [−][src]
Expand description
Operations are the atomic instructions in any quantum program that can be represented by roqoqo.
Operations can be of various kinds: Definitions, GateOperations, PRAGMAs or measurement Operations.
- Definition operations define the classical registers and variables in the Circuit.
- GateOperations are single-, two- or multi-qubit gate operations that act on a set of qubits and can be executed on a quantum computing device.
- PRAGMAs are operations that can be used when running a simulation of a quantum computing program.
- Measurement Operations are operations that perform a measurement either on a quantum computing device (MeasuareQubit) or on a simulation of a quantum computing program (PRAGMA measurement operations).
Structs
The Bogoliubov DeGennes interaction gate.
Implements the CNOT controlled not gate.
The complex hopping gate.
The controlled-PauliY gate.
The controlled-PauliZ gate.
Implements the controlled-PhaseShift gate.
DefinitionBit is the Definition for a Bit type register.
DefinitionComplex is the Definition for a Complex type register.
DefinitionFloat is the Definition for a floating point type register.
DefinitionUsize is the Definition for an Integer type register.
The fermionic SWAP gate.
The fermionic qubit simulation (Fsim) gate.
The Givens rotation interaction gate in big endian notation: $e^{-\mathrm{i} \theta (X_c Y_t - Y_c X_t)}\cdot e^{-i \phi Z_t/2}$.
The Givens rotation interaction gate in little endian notation: $e^{-\mathrm{i} \theta (X_c Y_t -Y_c X_t)}\cdot e^{-i \phi Z_c/2}$.
The Hadamard gate.
The ISwap gate.
InputSymbolic is the Definition for a floating point type parameter which will replace a certain symbolic parameter.
The inverse square root ISwap gate.
The inverse square root of the XPower gate: $e^{i \frac{\pi}{2} \sigma^x}$.
The KAK decomposition of a two-qubit gate.
Measurement gate operation.
The fixed phase MolmerSorensen XX gate.
The Molmer-Sorensen gate between multiple qubits.
The transversal interaction gate.
The Pauli X gate.
The Pauli Y gate.
The Pauli Z gate.
Implements the phased-shifted controlled-Z gate.
This PRAGMA Operation resets the chosen qubit to the zero state.
This PRAGMA Operation boosts noise and overrotations in the circuit.
The conditional PRAGMA operation.
The damping PRAGMA noise Operation.
The dephasing PRAGMA noise Operation.
The depolarising PRAGMA noise Operation.
The general noise PRAGMA operation.
This PRAGMA measurement operation returns the density matrix of a quantum register.
This PRAGMA measurement operation returns the vector of the occupation probabilities.
This PRAGMA measurement operation returns a Pauli product expectation value.
This PRAGMA measurement operation returns the statevector of a quantum register.
The global phase PRAGMA operation.
The statistical overrotation PRAGMA operation.
The random noise PRAGMA operation.
The repeated gate PRAGMA operation.
This PRAGMA measurement operation returns a measurement record for $N$ repeated measurements.
This PRAGMA Operation sets the density matrix of a quantum register.
This PRAGMA Operation sets the number of measurements of the circuit.
This PRAGMA Operation sets the statevector of a quantum register.
This PRAGMA Operation makes the quantum hardware wait a given amount of time.
This PRAGMA Operation signals the START of a decomposition block.
This PRAGMA Operation signals the STOP of a decomposition block.
This PRAGMA Operation signals the STOP of a parallel execution block.
The qubit simulation (Qsim) gate.
Implements a rotation around an axis in the x-y plane in spherical coordinates.
The XPower gate $e^{-i \frac{\theta}{2} \sigma^x}$.
The YPower gate $e^{-i \frac{\theta}{2} \sigma^y}$.
The ZPower gate $e^{-i \frac{\theta}{2} \sigma^z}$.
The S gate.
Implements the SWAP gate.
The most general unitary operation acting on one qubit.
The generalized, anisotropic XYZ Heisenberg interaction between spins.
The square root ISwap gate.
The square root of the XPower gate: $e^{-i \frac{\pi}{4} \sigma^x}$.
The T gate.
The variable-angle MolmerSorensen XX gate.
The XY gate.
Enums
Enum of all Operations implementing OperateConstantGate
Enum of all Operations implementing Define
Enum of all Operations implementing OperateGate
Represents qubits involved in a roqoqo Operation.
Enum of all Operations implementing OperateMultiQubitGate
Enum of all Operations implementing OperateMultiQubit
Enum of all Operations implementing Operate
Enum of all Operations implementing OperatePragmaNoise
Enum of all Operations implementing OperatePragma
Enum of all Operations implementing Rotate
Enum of all Operations implementing OperateSingleQubitGate
Enum of all Operations implementing OperateSingleQubit
Enum of all Operations implementing OperateTwoQubitGate
Enum of all Operations implementing OperateTwoQubit
Traits
Trait for definition operations.
Trait for the qubits involved in each Operation.
Universal basic trait for all operations of roqoqo.
Trait for unitary operations without any free parameters.
Trait for Operations acting with a unitary gate on a set of qubits.
Trait for operations acting on multiple (more than two) qubits.
Trait for all Operations operating on or affecting more than two qubits.
Trait for PRAGMA Operations that are not necessary available on all universal quantum hardware.
Trait for PRAGMA Operations that are not necessary available on all universal quantum hardware, that indicate noise.
Trait for operations acting on exactly one qubit.
Trait for unitary operations acting on exactly one qubit.
Trait for Operations acting on exactly two qubits.
Trait for all Operations operating on or affecting exactly two qubits.
Trait for unitary operations corresponding to rotations that can be characteriszed by a single rotation parameter theta.
Substitute trait allowing to replace symbolic parameters and to perform qubit mappings.