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variable.rs
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use std::cell::RefCell;
use std::io::Write;
use std::iter::FromIterator;
use std::rc::Rc;
use crate::{
join::{self, JoinInput},
map,
relation::Relation,
treefrog::{self, Leapers},
};
/// A type that can report on whether it has changed.
pub(crate) trait VariableTrait {
/// Reports whether the variable has changed since it was last asked.
fn changed(&mut self) -> bool;
/// Dumps statistics about the variable internals, for debug and profiling purposes.
fn dump_stats(&self, round: u32, w: &mut dyn Write);
}
/// An monotonically increasing set of `Tuple`s.
///
/// There are three stages in the lifecycle of a tuple:
///
/// 1. A tuple is added to `self.to_add`, but is not yet visible externally.
/// 2. Newly added tuples are then promoted to `self.recent` for one iteration.
/// 3. After one iteration, recent tuples are moved to `self.stable` for posterity.
///
/// Each time `self.changed()` is called, the `recent` relation is folded into `stable`,
/// and the `to_add` relations are merged, potentially deduplicated against `stable`, and
/// then made `recent`. This way, across calls to `changed()` all added tuples are in
/// `recent` at least once and eventually all are in `stable`.
///
/// A `Variable` may optionally be instructed not to de-duplicate its tuples, for reasons
/// of performance. Such a variable cannot be relied on to terminate iterative computation,
/// and it is important that any cycle of derivations have at least one de-duplicating
/// variable on it.
pub struct Variable<Tuple> {
/// Should the variable be maintained distinctly.
pub(crate) distinct: bool,
/// A useful name for the variable.
pub(crate) name: String,
/// A list of relations whose union are the accepted tuples.
pub stable: Rc<RefCell<Vec<Relation<Tuple>>>>,
/// A list of recent tuples, still to be processed.
pub recent: Rc<RefCell<Relation<Tuple>>>,
/// A list of future tuples, to be introduced.
pub(crate) to_add: Rc<RefCell<Vec<Relation<Tuple>>>>,
}
impl<Tuple> Variable<Tuple> {
/// Returns the name used to create this variable.
pub fn name(&self) -> &str {
self.name.as_str()
}
/// Returns the total number of "stable" tuples in this variable.
pub fn num_stable(&self) -> usize {
self.stable.borrow().iter().map(|x| x.len()).sum()
}
/// Returns `true` if this variable contains only "stable" tuples.
///
/// Calling `Iteration::changed()` on such `Variables` will not change them unless new tuples
/// are added.
pub fn is_stable(&self) -> bool {
self.recent.borrow().is_empty() && self.to_add.borrow().is_empty()
}
}
// Operator implementations.
impl<Tuple: Ord> Variable<Tuple> {
/// Adds tuples that result from joining `input1` and `input2` --
/// each of the inputs must be a set of (Key, Value) tuples. Both
/// `input1` and `input2` must have the same type of key (`K`) but
/// they can have distinct value types (`V1` and `V2`
/// respectively). The `logic` closure will be invoked for each
/// key that appears in both inputs; it is also given the two
/// values, and from those it should construct the resulting
/// value.
///
/// Note that `input1` must be a variable, but `input2` can be a
/// relation or a variable. Therefore, you cannot join two
/// relations with this method. This is not because the result
/// would be wrong, but because it would be inefficient: the
/// result from such a join cannot vary across iterations (as
/// relations are fixed), so you should prefer to invoke `insert`
/// on a relation created by `Relation::from_join` instead.
///
/// # Examples
///
/// This example starts a collection with the pairs (x, x+1) and (x+1, x) for x in 0 .. 10.
/// It then adds pairs (y, z) for which (x, y) and (x, z) are present. Because the initial
/// pairs are symmetric, this should result in all pairs (x, y) for x and y in 0 .. 11.
///
/// ```
/// use datafrog::{Iteration, Relation};
///
/// let mut iteration = Iteration::new();
/// let variable = iteration.variable::<(usize, usize)>("source");
/// variable.extend((0 .. 10).map(|x| (x, x + 1)));
/// variable.extend((0 .. 10).map(|x| (x + 1, x)));
///
/// while iteration.changed() {
/// variable.from_join(&variable, &variable, |&key, &val1, &val2| (val1, val2));
/// }
///
/// let result = variable.complete();
/// assert_eq!(result.len(), 121);
/// ```
pub fn from_join<'me, K: Ord, V1: Ord, V2: Ord>(
&self,
input1: &'me Variable<(K, V1)>,
input2: impl JoinInput<'me, (K, V2)>,
logic: impl FnMut(&K, &V1, &V2) -> Tuple,
) {
join::join_into(input1, input2, self, logic)
}
/// Same as [`Variable::from_join`], but lets you ignore some of the resulting tuples.
///
/// # Examples
///
/// This is the same example from `Variable::from_join`, but it filters any tuples where the
/// absolute difference is greater than 3. As a result, it generates all pairs (x, y) for x and
/// y in 0 .. 11 such that |x - y| <= 3.
///
/// ```
/// use datafrog::{Iteration, Relation};
///
/// let mut iteration = Iteration::new();
/// let variable = iteration.variable::<(isize, isize)>("source");
/// variable.extend((0 .. 10).map(|x| (x, x + 1)));
/// variable.extend((0 .. 10).map(|x| (x + 1, x)));
///
/// while iteration.changed() {
/// variable.from_join_filtered(&variable, &variable, |&key, &val1, &val2| {
/// ((val1 - val2).abs() <= 3).then(|| (val1, val2))
/// });
/// }
///
/// let result = variable.complete();
///
/// let mut expected_cnt = 0;
/// for i in 0i32..11 {
/// for j in 0i32..11 {
/// if (i - j).abs() <= 3 {
/// expected_cnt += 1;
/// }
/// }
/// }
///
/// assert_eq!(result.len(), expected_cnt);
/// ```
pub fn from_join_filtered<'me, K: Ord, V1: Ord, V2: Ord>(
&self,
input1: &'me Variable<(K, V1)>,
input2: impl JoinInput<'me, (K, V2)>,
logic: impl FnMut(&K, &V1, &V2) -> Option<Tuple>,
) {
join::join_and_filter_into(input1, input2, self, logic)
}
/// Adds tuples from `input1` whose key is not present in `input2`.
///
/// Note that `input1` must be a variable: if you have a relation
/// instead, you can use `Relation::from_antijoin` and then
/// `Variable::insert`. Note that the result will not vary during
/// the iteration.
///
/// # Examples
///
/// This example starts a collection with the pairs (x, x+1) for x in 0 .. 10. It then
/// adds any pairs (x+1,x) for which x is not a multiple of three. That excludes four
/// pairs (for 0, 3, 6, and 9) which should leave us with 16 total pairs.
///
/// ```
/// use datafrog::{Iteration, Relation};
///
/// let mut iteration = Iteration::new();
/// let variable = iteration.variable::<(usize, usize)>("source");
/// variable.extend((0 .. 10).map(|x| (x, x + 1)));
///
/// let relation: Relation<_> = (0 .. 10).filter(|x| x % 3 == 0).collect();
///
/// while iteration.changed() {
/// variable.from_antijoin(&variable, &relation, |&key, &val| (val, key));
/// }
///
/// let result = variable.complete();
/// assert_eq!(result.len(), 16);
/// ```
pub fn from_antijoin<K: Ord, V: Ord>(
&self,
input1: &Variable<(K, V)>,
input2: &Relation<K>,
logic: impl FnMut(&K, &V) -> Tuple,
) {
self.insert(join::antijoin(&input1.recent.borrow(), input2, logic))
}
/// Adds tuples that result from mapping `input`.
///
/// # Examples
///
/// This example starts a collection with the pairs (x, x) for x in 0 .. 10. It then
/// repeatedly adds any pairs (x, z) for (x, y) in the collection, where z is the Collatz
/// step for y: it is y/2 if y is even, and 3*y + 1 if y is odd. This produces all of the
/// pairs (x, y) where x visits y as part of its Collatz journey.
///
/// ```
/// use datafrog::{Iteration, Relation};
///
/// let mut iteration = Iteration::new();
/// let variable = iteration.variable::<(usize, usize)>("source");
/// variable.extend((0 .. 10).map(|x| (x, x)));
///
/// while iteration.changed() {
/// variable.from_map(&variable, |&(key, val)|
/// if val % 2 == 0 {
/// (key, val/2)
/// }
/// else {
/// (key, 3*val + 1)
/// });
/// }
///
/// let result = variable.complete();
/// assert_eq!(result.len(), 74);
/// ```
pub fn from_map<T2: Ord>(&self, input: &Variable<T2>, logic: impl FnMut(&T2) -> Tuple) {
map::map_into(input, self, logic)
}
/// Adds tuples that result from combining `source` with the
/// relations given in `leapers`. This operation is very flexible
/// and can be used to do a combination of joins and anti-joins.
/// The main limitation is that the things being combined must
/// consist of one dynamic variable (`source`) and then several
/// fixed relations (`leapers`).
///
/// The idea is as follows:
///
/// - You will be inserting new tuples that result from joining (and anti-joining)
/// some dynamic variable `source` of source tuples (`SourceTuple`)
/// with some set of values (of type `Val`).
/// - You provide these values by combining `source` with a set of leapers
/// `leapers`, each of which is derived from a fixed relation. The `leapers`
/// should be either a single leaper (of suitable type) or else a tuple of leapers.
/// You can create a leaper in one of two ways:
/// - Extension: In this case, you have a relation of type `(K, Val)` for some
/// type `K`. You provide a closure that maps from `SourceTuple` to the key
/// `K`. If you use [`relation.extend_with`](`crate::RelationLeaper::extend_with`),
/// then any `Val` values the relation provides will be added to the set of
/// values; if you use [`extend_anti`](`crate::RelationLeaper::extend_anti`),
/// then the `Val` values will be removed.
/// - Filtering: In this case, you have a relation of type `K` for some
/// type `K` and you provide a closure that maps from `SourceTuple` to
/// the key `K`. Filters don't provide values but they remove source
/// tuples. [`filter_with`](`crate::RelationLeaper::filter_with`) retains
/// matching keys, whereas [`filter_anti`](`crate::RelationLeaper::filter_anti`)
/// removes matching keys.
/// - Finally, you get a callback `logic` that accepts each `(SourceTuple, Val)`
/// that was successfully joined (and not filtered) and which maps to the
/// type of this variable.
pub fn from_leapjoin<'leap, SourceTuple: Ord, Val: Ord + 'leap>(
&self,
source: &Variable<SourceTuple>,
leapers: impl Leapers<'leap, SourceTuple, Val>,
logic: impl FnMut(&SourceTuple, &Val) -> Tuple,
) {
self.insert(treefrog::leapjoin(&source.recent.borrow(), leapers, logic));
}
}
impl<Tuple> Clone for Variable<Tuple> {
fn clone(&self) -> Self {
Variable {
distinct: self.distinct,
name: self.name.clone(),
stable: self.stable.clone(),
recent: self.recent.clone(),
to_add: self.to_add.clone(),
}
}
}
impl<Tuple: Ord> Variable<Tuple> {
pub(crate) fn new(name: &str) -> Self {
Variable {
distinct: true,
name: name.to_string(),
stable: Rc::new(RefCell::new(Vec::new())),
recent: Rc::new(RefCell::new(Vec::new().into())),
to_add: Rc::new(RefCell::new(Vec::new())),
}
}
/// Inserts a relation into the variable.
///
/// This is most commonly used to load initial values into a variable.
/// it is not obvious that it should be commonly used otherwise, but
/// it should not be harmful.
pub fn insert(&self, relation: Relation<Tuple>) {
if !relation.is_empty() {
self.to_add.borrow_mut().push(relation);
}
}
/// Extend the variable with values from the iterator.
///
/// This is most commonly used to load initial values into a variable.
/// it is not obvious that it should be commonly used otherwise, but
/// it should not be harmful.
pub fn extend<T>(&self, iterator: impl IntoIterator<Item = T>)
where
Relation<Tuple>: FromIterator<T>,
{
self.insert(iterator.into_iter().collect());
}
/// Consumes the variable and returns a relation.
///
/// This method removes the ability for the variable to develop, and
/// flattens all internal tuples down to one relation. The method
/// asserts that iteration has completed, in that `self.recent` and
/// `self.to_add` should both be empty.
pub fn complete(self) -> Relation<Tuple> {
assert!(self.is_stable());
let mut result: Relation<Tuple> = Vec::new().into();
while let Some(batch) = self.stable.borrow_mut().pop() {
result = result.merge(batch);
}
result
}
}
impl<Tuple: Ord> VariableTrait for Variable<Tuple> {
fn changed(&mut self) -> bool {
// 1. Merge self.recent into self.stable.
if !self.recent.borrow().is_empty() {
let mut recent =
::std::mem::replace(&mut (*self.recent.borrow_mut()), Vec::new().into());
while self
.stable
.borrow()
.last()
.map(|x| x.len() <= 2 * recent.len())
== Some(true)
{
let last = self.stable.borrow_mut().pop().unwrap();
recent = recent.merge(last);
}
self.stable.borrow_mut().push(recent);
}
// 2. Move self.to_add into self.recent.
let to_add = self.to_add.borrow_mut().pop();
if let Some(mut to_add) = to_add {
while let Some(to_add_more) = self.to_add.borrow_mut().pop() {
to_add = to_add.merge(to_add_more);
}
// 2b. Restrict `to_add` to tuples not in `self.stable`.
if self.distinct {
for batch in self.stable.borrow().iter() {
let mut slice = &batch[..];
// Only gallop if the slice is relatively large.
if slice.len() > 4 * to_add.elements.len() {
to_add.elements.retain(|x| {
slice = join::gallop(slice, |y| y < x);
slice.is_empty() || &slice[0] != x
});
} else {
to_add.elements.retain(|x| {
while !slice.is_empty() && &slice[0] < x {
slice = &slice[1..];
}
slice.is_empty() || &slice[0] != x
});
}
}
}
*self.recent.borrow_mut() = to_add;
}
// let mut total = 0;
// for tuple in self.stable.borrow().iter() {
// total += tuple.len();
// }
// println!("Variable\t{}\t{}\t{}", self.name, total, self.recent.borrow().len());
!self.recent.borrow().is_empty()
}
fn dump_stats(&self, round: u32, w: &mut dyn Write) {
let mut stable_count = 0;
for tuple in self.stable.borrow().iter() {
stable_count += tuple.len();
}
writeln!(
w,
"{:?},{},{},{}",
self.name,
round,
stable_count,
self.recent.borrow().len()
)
.unwrap_or_else(|e| {
panic!(
"Couldn't write stats for variable {}, round {}: {}",
self.name, round, e
)
});
}
}
// impl<Tuple: Ord> Drop for Variable<Tuple> {
// fn drop(&mut self) {
// let mut total = 0;
// for batch in self.stable.borrow().iter() {
// total += batch.len();
// }
// println!("FINAL: {:?}\t{:?}", self.name, total);
// }
// }