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use super::ops::PrecisionUnitaryOp;
use super::qubit_iterators::*;
use crate::iterators::{precision_num_indices, MultiOpIterator};
use crate::types::Precision;
use num::Complex;
pub fn sum_for_op_cols<T, P: Precision, F>(
nindices: u64,
row: u64,
op: &PrecisionUnitaryOp<P>,
f: F,
) -> T
where
T: std::iter::Sum,
F: Fn((u64, Complex<P>)) -> T,
{
act_on_iterator(nindices, row, op, move |iter| iter.map(f).sum())
}
pub fn sum_for_ops_cols<P: Precision, F: Fn((u64, Complex<P>)) -> Complex<P>>(
row: u64,
ops: &[PrecisionUnitaryOp<P>],
f: F,
) -> Complex<P> {
let ns: Vec<_> = ops
.iter()
.map(|op| precision_num_indices(op) as u64)
.collect();
let (v, _) =
ops.iter()
.zip(ns.iter())
.fold((vec![], row), |(mut acc, acc_row), (op, op_nindices)| {
let mask = (1 << *op_nindices) - 1;
let op_row = acc_row & mask;
let v = fold_for_op_cols(*op_nindices, op_row, op, vec![], |mut acc, entry| {
acc.push(entry);
acc
});
acc.push(v);
let acc_row = acc_row >> *op_nindices;
(acc, acc_row)
});
let v_slices: Vec<_> = v.iter().map(|v| v.as_slice()).collect();
let it = MultiOpIterator::new(&ns, &v_slices);
it.map(f).sum()
}
pub fn fold_for_op_cols<P: Precision, T, F: Fn(T, (u64, Complex<P>)) -> T>(
nindices: u64,
row: u64,
op: &PrecisionUnitaryOp<P>,
init: T,
f: F,
) -> T {
act_on_iterator(nindices, row, op, move |iter| iter.fold(init, f))
}
pub fn act_on_iterator<T, F, P: Precision>(
nindices: u64,
row: u64,
op: &PrecisionUnitaryOp<P>,
f: F,
) -> T
where
F: FnOnce(&mut dyn Iterator<Item = (u64, Complex<P>)>) -> T,
{
match &op {
PrecisionUnitaryOp::Matrix(_, data) => f(&mut MatrixOpIterator::new(row, nindices, data)),
PrecisionUnitaryOp::SparseMatrix(_, data) => f(&mut SparseMatrixOpIterator::new(row, data)),
PrecisionUnitaryOp::Swap(_, _) => f(&mut SwapOpIterator::new(row, nindices)),
PrecisionUnitaryOp::Function(inputs, outputs, op_f) => {
let input_n = inputs.len() as u64;
let output_n = outputs.len() as u64;
f(&mut FunctionOpIterator::new(row, input_n, output_n, op_f))
}
PrecisionUnitaryOp::Control(c_indices, o_indices, op) => {
let n_control_indices = c_indices.len() as u64;
let n_op_indices = o_indices.len() as u64;
act_on_control_iterator(row, op, n_control_indices, n_op_indices, f)
}
}
}
fn act_on_control_iterator<T, F, P: Precision>(
row: u64,
op: &PrecisionUnitaryOp<P>,
n_control_indices: u64,
n_op_indices: u64,
f: F,
) -> T
where
F: FnOnce(&mut dyn Iterator<Item = (u64, Complex<P>)>) -> T,
{
match &op {
PrecisionUnitaryOp::Matrix(_, data) => {
let iter_builder = |row: u64| MatrixOpIterator::new(row, n_op_indices, data);
f(&mut ControlledOpIterator::new(
row,
n_control_indices,
n_op_indices,
iter_builder,
))
}
PrecisionUnitaryOp::SparseMatrix(_, data) => {
let iter_builder = |row: u64| SparseMatrixOpIterator::new(row, data);
f(&mut ControlledOpIterator::new(
row,
n_control_indices,
n_op_indices,
iter_builder,
))
}
PrecisionUnitaryOp::Swap(_, _) => {
let iter_builder = |row: u64| SwapOpIterator::new(row, n_op_indices);
f(&mut ControlledOpIterator::new(
row,
n_control_indices,
n_op_indices,
iter_builder,
))
}
PrecisionUnitaryOp::Function(inputs, outputs, op_f) => {
let input_n = inputs.len() as u64;
let output_n = outputs.len() as u64;
let iter_builder = |row: u64| FunctionOpIterator::new(row, input_n, output_n, op_f);
f(&mut ControlledOpIterator::new(
row,
n_control_indices,
n_op_indices,
iter_builder,
))
}
PrecisionUnitaryOp::Control(c_indices, o_indices, op) => {
let n_control_indices = n_control_indices + c_indices.len() as u64;
let n_op_indices = o_indices.len() as u64;
act_on_control_iterator(row, op, n_control_indices, n_op_indices, f)
}
}
}