rayon 0.8.2

Simple work-stealing parallelism for Rust
Documentation
use super::ParallelIterator;
use super::internal::*;

use std::iter::{self, Product};
use std::marker::PhantomData;


pub fn product<PI, P>(pi: PI) -> P
    where PI: ParallelIterator,
          P: Send + Product<PI::Item> + Product
{
    pi.drive_unindexed(ProductConsumer::new())
}

fn mul<T: Product>(left: T, right: T) -> T {
    iter::once(left).chain(iter::once(right)).product()
}


struct ProductConsumer<P: Send> {
    _marker: PhantomData<*const P>,
}

unsafe impl<P: Send> Send for ProductConsumer<P> {}

impl<P: Send> ProductConsumer<P> {
    fn new() -> ProductConsumer<P> {
        ProductConsumer { _marker: PhantomData }
    }
}

impl<P, T> Consumer<T> for ProductConsumer<P>
    where P: Send + Product<T> + Product
{
    type Folder = ProductFolder<P>;
    type Reducer = Self;
    type Result = P;

    fn split_at(self, _index: usize) -> (Self, Self, Self) {
        (ProductConsumer::new(), ProductConsumer::new(), ProductConsumer::new())
    }

    fn into_folder(self) -> Self::Folder {
        ProductFolder { product: iter::empty::<T>().product() }
    }

    fn full(&self) -> bool {
        false
    }
}

impl<P, T> UnindexedConsumer<T> for ProductConsumer<P>
    where P: Send + Product<T> + Product
{
    fn split_off_left(&self) -> Self {
        ProductConsumer::new()
    }

    fn to_reducer(&self) -> Self::Reducer {
        ProductConsumer::new()
    }
}

impl<P> Reducer<P> for ProductConsumer<P>
    where P: Send + Product
{
    fn reduce(self, left: P, right: P) -> P {
        mul(left, right)
    }
}


struct ProductFolder<P> {
    product: P,
}

impl<P, T> Folder<T> for ProductFolder<P>
    where P: Product<T> + Product
{
    type Result = P;

    fn consume(self, item: T) -> Self {
        ProductFolder { product: mul(self.product, iter::once(item).product()) }
    }

    fn consume_iter<I>(self, iter: I) -> Self
        where I: IntoIterator<Item = T>
    {
        ProductFolder { product: mul(self.product, iter.into_iter().product()) }
    }

    fn complete(self) -> P {
        self.product
    }

    fn full(&self) -> bool {
        false
    }
}