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@@ -12,11 +12,11 @@ Sometimes it can be beneficial to speedup pure function calls by using [memoizat
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The cache storage required for implementing such a speedup often is an associative container (i.e. a key/value store).
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Programming language standard libraries provide such containers, often implemented as a [hash table](https://en.wikipedia.org/wiki/Hash_table) or a [red-black tree](https://en.wikipedia.org/wiki/Red%E2%80%93black_tree).
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These implementations are fine for performance, but do not actually cover all cases because of the lack of retention management
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These implementations are fine for performance, but do not actually cover all use cases because of the lack of retention management
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Suppose your input data covers the whole space that can be represented by a 64-bit integer.
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There probably is some (generally non-uniform) distribution with which the input values arrive, but it's possible that over time _all_ possible values pass by.
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Any cache without retention management will then grow to potentially enormous dimensions in memory which is undesirable.
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There probably is some (generally non-uniform) probability distribution with which the input values arrive, but it's statistically possible that over time _all_ possible values pass by.
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Any cache without retention management will then grow to potentially enormous dimensions in memory which is undesirable, especially in memory-constrained environments.
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The cache implemented in this library uses a FIFO-style sequential data storage with fixed size, pre-allocated memory.
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When the cache is full, the oldest item is evicted.
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Each single call to this function results in the resource costs of the calculation.
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We can add memoization to this function in two different ways:
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- Using `MemoCache::get_or_insert_with`,
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- Using `MemoCache::get_or_insert_with` (or `get_or_try_insert_with`),
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- Using `MemoCache::get` and `MemoCache::insert`.
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For each of the following examples: each call to `calculate` will first check if the input value is already in the cache.
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}
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```
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For fallible insert functions, there's `get_or_try_insert_with`.
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For fallible insert functions, there's `get_or_try_insert_with` that returns a `Result`.
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### Example B: `get` and `insert`
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In this scenario, the fixed size of the cache, and/or the retention management aspect of `MemoCache` must weigh against the loss in performance over a `HashTable`.
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Always analyze your input data and perform measurements to select the cache size / type you use.
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The current implementation of the cache is focused on simplicity, making it outperform a `HashTable` under the right circumstances.
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Run the included benchmarks using [criterion](https://crates.io/crates/criterion) by invoking: `cargo bench`
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## Implementation details
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This cache stores its key/value pairs in a fixed-size array.
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A slot in this array represents a key/value and is either empty or occupied.
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A cursor pointing to an array slot keeps track of the next slot to be overwritten.
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Movement of the cursor is linear and incremental always pointing to the next empty slot, or the oldest slot.
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When the cursor is at the end of the array it wraps around to the beginning, so any next insert will overwrite an already existing slot.
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The implementation of the cache makes no assumptions whatsoever about the input data probability distribution, keeping the cache clean and simple.
-Currently, the implementation focuses on simplicity and makes no assumptions about the data arrival probability distribution. However, this could potentially be very beneficial. Investigate cache performance improvements (e.g. start [here](https://en.wikipedia.org/wiki/Cache_replacement_policies)).
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- Perhaps add cursor motion policies based on estimated input data probability distributions (e.g. in the current implementation an often-seen input value will still be overwritten by cursor movement).
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- More detailed benchmarks w.r.t. insert / lookup performance.
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