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GH-117759: Update GC docs for incremental collection (GH-126695)
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@ -108,7 +108,7 @@ As is explained later in the
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[Optimization: reusing fields to save memory](#optimization-reusing-fields-to-save-memory)
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section, these two extra fields are normally used to keep doubly linked lists of all the
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objects tracked by the garbage collector (these lists are the GC generations, more on
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that in the [Optimization: generations](#Optimization-generations) section), but
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that in the [Optimization: incremental collection](#Optimization-incremental-collection) section), but
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they are also reused to fulfill other purposes when the full doubly linked list
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structure is not needed as a memory optimization.
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@ -351,38 +351,90 @@ follows these steps in order:
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the reference counts fall to 0, triggering the destruction of all unreachable
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objects.
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Optimization: generations
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=========================
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Optimization: incremental collection
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====================================
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In order to limit the time each garbage collection takes, the GC
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implementation for the default build uses a popular optimization:
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generations. The main idea behind this concept is the assumption that most
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objects have a very short lifespan and can thus be collected soon after their
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creation. This has proven to be very close to the reality of many Python
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In order to bound the length of each garbage collection pause, the GC implementation
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for the default build uses incremental collection with two generations.
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Generational garbage collection takes advantage of what is known as the weak
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generational hypothesis: Most objects die young.
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This has proven to be very close to the reality of many Python
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programs as many temporary objects are created and destroyed very quickly.
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To take advantage of this fact, all container objects are segregated into
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three spaces/generations. Every new
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object starts in the first generation (generation 0). The previous algorithm is
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executed only over the objects of a particular generation and if an object
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survives a collection of its generation it will be moved to the next one
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(generation 1), where it will be surveyed for collection less often. If
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the same object survives another GC round in this new generation (generation 1)
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it will be moved to the last generation (generation 2) where it will be
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surveyed the least often.
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two generations: young and old. Every new object starts in the young generation.
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Each garbage collection scans the entire young generation and part of the old generation.
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The GC implementation for the free-threaded build does not use multiple
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generations. Every collection operates on the entire heap.
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The time taken to scan the young generation can be controlled by controlling its
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size, but the size of the old generation cannot be controlled.
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In order to keep pause times down, scanning of the old generation of the heap
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occurs in increments.
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To keep track of what has been scanned, the old generation contains two lists:
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* Those objects that have not yet been scanned, referred to as the `pending` list.
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* Those objects that have been scanned, referred to as the `visited` list.
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To detect and collect all unreachable objects in the heap, the garbage collector
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must scan the whole heap. This whole heap scan is called a full scavenge.
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Increments
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----------
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Each full scavenge is performed in a series of increments.
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For each full scavenge, the combined increments will cover the whole heap.
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Each increment is made up of:
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* The young generation
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* The old generation's least recently scanned objects
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* All objects reachable from those objects that have not yet been scanned this full scavenge
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The surviving objects (those that are not collected) are moved to the back of the
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`visited` list in the old generation.
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When a full scavenge starts, no objects in the heap are considered to have been scanned,
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so all objects in the old generation must be in the `pending` space.
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When all objects in the heap have been scanned a cycle ends, and all objects are moved
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to the `pending` list again. To avoid having to traverse the entire list, which list is
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`pending` and which is `visited` is determined by a field in the `GCState` struct.
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The `visited` and `pending` lists can be swapped by toggling this bit.
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Correctness
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-----------
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The [algorithm for identifying cycles](#Identifying-reference-cycles) will find all
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unreachable cycles in a list of objects, but will not find any cycles that are
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even partly outside of that list.
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Therefore, to be guaranteed that a full scavenge will find all unreachable cycles,
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each cycle must be fully contained within a single increment.
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To make sure that no partial cycles are included in the increment we perform a
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[transitive closure](https://en.wikipedia.org/wiki/Transitive_closure)
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over reachable, unscanned objects from the initial increment.
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Since the transitive closure of objects reachable from an object must be a (non-strict)
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superset of any unreachable cycle including that object, we are guaranteed that a
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transitive closure cannot contain any partial cycles.
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We can exclude scanned objects, as they must have been reachable when scanned.
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If a scanned object becomes part of an unreachable cycle after being scanned, it will
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not be collected this at this time, but it will be collected in the next full scavenge.
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> [!NOTE]
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> The GC implementation for the free-threaded build does not use incremental collection.
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> Every collection operates on the entire heap.
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In order to decide when to run, the collector keeps track of the number of object
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allocations and deallocations since the last collection. When the number of
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allocations minus the number of deallocations exceeds `threshold_0`,
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collection starts. Initially only generation 0 is examined. If generation 0 has
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been examined more than `threshold_1` times since generation 1 has been
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examined, then generation 1 is examined as well. With generation 2,
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things are a bit more complicated; see
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[Collecting the oldest generation](#Collecting-the-oldest-generation) for
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more information. These thresholds can be examined using the
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allocations minus the number of deallocations exceeds `threshold0`,
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collection starts. `threshold1` determines the fraction of the old
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collection that is included in the increment.
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The fraction is inversely proportional to `threshold1`,
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as historically a larger `threshold1` meant that old generation
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collections were performed less frequently.
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`threshold2` is ignored.
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These thresholds can be examined using the
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[`gc.get_threshold()`](https://docs.python.org/3/library/gc.html#gc.get_threshold)
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function:
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@ -402,8 +454,8 @@ specifically in a generation by calling `gc.collect(generation=NUM)`.
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... pass
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...
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# Move everything to the last generation so it's easier to inspect
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# the younger generations.
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# Move everything to the old generation so it's easier to inspect
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# the young generation.
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>>> gc.collect()
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0
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@ -413,40 +465,24 @@ specifically in a generation by calling `gc.collect(generation=NUM)`.
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>>> x = MyObj()
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>>> x.self = x
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# Initially the object is in the youngest generation.
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# Initially the object is in the young generation.
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>>> gc.get_objects(generation=0)
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[..., <__main__.MyObj object at 0x7fbcc12a3400>, ...]
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# After a collection of the youngest generation the object
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# moves to the next generation.
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# moves to the old generation.
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>>> gc.collect(generation=0)
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0
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>>> gc.get_objects(generation=0)
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[]
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>>> gc.get_objects(generation=1)
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[]
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>>> gc.get_objects(generation=2)
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[..., <__main__.MyObj object at 0x7fbcc12a3400>, ...]
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```
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Collecting the oldest generation
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--------------------------------
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In addition to the various configurable thresholds, the GC only triggers a full
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collection of the oldest generation if the ratio `long_lived_pending / long_lived_total`
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is above a given value (hardwired to 25%). The reason is that, while "non-full"
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collections (that is, collections of the young and middle generations) will always
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examine roughly the same number of objects (determined by the aforementioned
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thresholds) the cost of a full collection is proportional to the total
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number of long-lived objects, which is virtually unbounded. Indeed, it has
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been remarked that doing a full collection every <constant number> of object
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creations entails a dramatic performance degradation in workloads which consist
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of creating and storing lots of long-lived objects (for example, building a large list
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of GC-tracked objects would show quadratic performance, instead of linear as
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expected). Using the above ratio, instead, yields amortized linear performance
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in the total number of objects (the effect of which can be summarized thusly:
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"each full garbage collection is more and more costly as the number of objects
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grows, but we do fewer and fewer of them").
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Optimization: reusing fields to save memory
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===========================================
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@ -588,9 +624,9 @@ heap.
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be more difficult.
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> [!NOTE]
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> [!NOTE]
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> **Document history**
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>
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>
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> Pablo Galindo Salgado - Original author
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>
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>
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> Irit Katriel - Convert to Markdown
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