Struct q1tsim::gates::H

pub struct H {}

The Hadamard gate.

The Hadamard gate maps the zero state |0⟩ to the symmetric combination of |0⟩ and |1⟩, and the |1⟩ state to the anti-symmetric combination.

Methods

impl H

pub fn new() -> Self

Create a new Hadamard gate.

pub fn transform(state: CVecSliceMut)

pub fn transform_mat(state: CMatSliceMut)

pub fn cost() -> f64

Trait Implementations

impl Gate for H

fn cost(&self) -> f64

Cost of this gate.

fn description(&self) -> &str

Return a short description of the gate. This may be the name of the gate (e.g. "H", "CX"), or the way the gate was constructed (like "I⊗Z")

fn nr_affected_bits(&self) -> usize

The number of qubits affected by this gate.

fn matrix(&self) -> CMatrix

Return a matrix describing the unitary transformation that the gate provides

fn apply_slice(&self, state: CVecSliceMut)

Apply a gate.

fn apply_mat_slice(&self, state: CMatSliceMut)

Apply a gate.

fn is_stabilizer(&self) -> bool

Whether this gate is a stabilizer gate

fn conjugate(&self, ops: &mut [PauliOp]) -> Result<bool>

Conjugate Pauli operators

fn apply(&self, state: &mut CVector)

Apply a gate.

fn apply_mat(&self, state: &mut CMatrix)

Apply a gate.

fn check_nr_bits(&self, n: usize) -> Result<()>

Check the number of bits

impl CQasm for H

fn c_qasm(&self, bit_names: &[String], bits: &[usize]) -> Result<String>

cQasm representation

fn conditional_c_qasm(
    &self,
    condition: &str,
    bit_names: &[String],
    bits: &[usize]
) -> Result<String>

cQasm representation of conditional gate.

impl Latex for H

fn latex(&self, bits: &[usize], state: &mut LatexExportState) -> Result<()>

Add this gate to the export state.

impl OpenQasm for H

fn open_qasm(&self, bit_names: &[String], bits: &[usize]) -> Result<String>

OpenQasm representation

fn conditional_open_qasm(
    &self,
    condition: &str,
    bit_names: &[String],
    bits: &[usize]
) -> Result<String>

OpenQasm representation of conditional gate.