use crate::gates::Gate;
pub struct S
{
}
impl S
{
pub fn new() -> Self
{
S { }
}
}
impl crate::gates::Gate for S
{
fn cost(&self) -> f64
{
crate::gates::U1::cost()
}
fn description(&self) -> &str
{
"S"
}
fn nr_affected_bits(&self) -> usize
{
1
}
fn matrix(&self) -> crate::cmatrix::CMatrix
{
let z = crate::cmatrix::COMPLEX_ZERO;
let o = crate::cmatrix::COMPLEX_ONE;
let i = crate::cmatrix::COMPLEX_I;
array![[o, z], [z, i]]
}
fn apply_slice(&self, mut state: crate::cmatrix::CVecSliceMut)
{
assert!(state.len() % 2 == 0, "Number of rows is not even.");
let n = state.len() / 2;
let mut slice = state.slice_mut(s![n..]);
slice *= crate::cmatrix::COMPLEX_I;
}
fn apply_mat_slice(&self, mut state: crate::cmatrix::CMatSliceMut)
{
assert!(state.rows() % 2 == 0, "Number of rows is not even.");
let n = state.rows() / 2;
let mut slice = state.slice_mut(s![n.., ..]);
slice *= crate::cmatrix::COMPLEX_I;
}
}
impl crate::export::OpenQasm for S
{
fn open_qasm(&self, bit_names: &[String], bits: &[usize])
-> crate::error::Result<String>
{
Ok(format!("s {}", bit_names[bits[0]]))
}
}
impl crate::export::CQasm for S
{
fn c_qasm(&self, bit_names: &[String], bits: &[usize])
-> crate::error::Result<String>
{
Ok(format!("s {}", bit_names[bits[0]]))
}
}
impl crate::export::Latex for S
{
fn latex(&self, bits: &[usize], state: &mut crate::export::LatexExportState)
-> crate::error::Result<()>
{
self.check_nr_bits(bits)?;
state.add_block_gate(bits, "S")
}
}
pub struct Sdg
{
}
impl Sdg
{
pub fn new() -> Self
{
Sdg { }
}
}
impl crate::gates::Gate for Sdg
{
fn cost(&self) -> f64
{
crate::gates::U1::cost()
}
fn description(&self) -> &str
{
"S†"
}
fn nr_affected_bits(&self) -> usize
{
1
}
fn matrix(&self) -> crate::cmatrix::CMatrix
{
let z = crate::cmatrix::COMPLEX_ZERO;
let o = crate::cmatrix::COMPLEX_ONE;
let i = crate::cmatrix::COMPLEX_I;
array![[o, z], [z, -i]]
}
fn apply_slice(&self, mut state: crate::cmatrix::CVecSliceMut)
{
assert!(state.len() % 2 == 0, "Number of rows is not even.");
let n = state.len() / 2;
let mut slice = state.slice_mut(s![n..]);
slice *= -crate::cmatrix::COMPLEX_I;
}
fn apply_mat_slice(&self, mut state: crate::cmatrix::CMatSliceMut)
{
assert!(state.rows() % 2 == 0, "Number of rows is not even.");
let n = state.rows() / 2;
let mut slice = state.slice_mut(s![n.., ..]);
slice *= -crate::cmatrix::COMPLEX_I;
}
}
impl crate::export::OpenQasm for Sdg
{
fn open_qasm(&self, bit_names: &[String], bits: &[usize])
-> crate::error::Result<String>
{
Ok(format!("sdg {}", bit_names[bits[0]]))
}
}
impl crate::export::CQasm for Sdg
{
fn c_qasm(&self, bit_names: &[String], bits: &[usize])
-> crate::error::Result<String>
{
Ok(format!("sdag {}", bit_names[bits[0]]))
}
}
impl crate::export::Latex for Sdg
{
fn latex(&self, bits: &[usize], state: &mut crate::export::LatexExportState)
-> crate::error::Result<()>
{
self.check_nr_bits(bits)?;
state.add_block_gate(bits, r"S^\dagger")
}
}
#[cfg(test)]
mod tests
{
use crate::gates::{gate_test, Gate, S, Sdg};
use crate::export::{Latex, LatexExportState, OpenQasm, CQasm};
#[test]
fn test_description()
{
let gate = S::new();
assert_eq!(gate.description(), "S");
let gate = Sdg::new();
assert_eq!(gate.description(), "S†");
}
#[test]
fn test_cost()
{
let gate = S::new();
assert_eq!(gate.cost(), 7.0);
let gate = Sdg::new();
assert_eq!(gate.cost(), 7.0);
}
#[test]
fn test_matrix()
{
let z = crate::cmatrix::COMPLEX_ZERO;
let o = crate::cmatrix::COMPLEX_ONE;
let i = crate::cmatrix::COMPLEX_I;
let gate = S::new();
assert_complex_matrix_eq!(gate.matrix(), array![[o, z], [z, i]]);
let gate = Sdg::new();
assert_complex_matrix_eq!(gate.matrix(), array![[o, z], [z, -i]]);
}
#[test]
fn test_apply()
{
let z = crate::cmatrix::COMPLEX_ZERO;
let o = crate::cmatrix::COMPLEX_ONE;
let i = crate::cmatrix::COMPLEX_I;
let x = crate::cmatrix::COMPLEX_HSQRT2;
let mut state = array![
[o, z, x, x],
[z, o, x, -x]
];
let result = array![
[o, z, x, x],
[z, i, x*i, -x*i]
];
gate_test(S::new(), &mut state, &result);
let mut state = array![
[o, z, x, x],
[z, o, x, -x]
];
let result = array![
[o, z, x, x],
[z, -i, -x*i, x*i]
];
gate_test(Sdg::new(), &mut state, &result);
}
#[test]
fn test_open_qasm()
{
let bit_names = [String::from("qb")];
let qasm = S::new().open_qasm(&bit_names, &[0]);
assert_eq!(qasm, Ok(String::from("s qb")));
let qasm = Sdg::new().open_qasm(&bit_names, &[0]);
assert_eq!(qasm, Ok(String::from("sdg qb")));
}
#[test]
fn test_c_qasm()
{
let bit_names = [String::from("qb")];
let qasm = S::new().c_qasm(&bit_names, &[0]);
assert_eq!(qasm, Ok(String::from("s qb")));
let qasm = Sdg::new().c_qasm(&bit_names, &[0]);
assert_eq!(qasm, Ok(String::from("sdag qb")));
}
#[test]
fn test_latex()
{
let gate = S::new();
let mut state = LatexExportState::new(1, 0);
assert_eq!(gate.latex(&[0], &mut state), Ok(()));
assert_eq!(state.code(),
r#"\Qcircuit @C=1em @R=.7em {
\lstick{\ket{0}} & \gate{S} & \qw \\
}
"#);
let gate = Sdg::new();
let mut state = LatexExportState::new(1, 0);
assert_eq!(gate.latex(&[0], &mut state), Ok(()));
assert_eq!(state.code(),
r#"\Qcircuit @C=1em @R=.7em {
\lstick{\ket{0}} & \gate{S^\dagger} & \qw \\
}
"#);
}
}