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@@ -456,8 +456,15 @@ bitfield! {
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LEN_COMPACT: Length,
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}
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// Overview of the first word of the different kind of entries:
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// Overview of the first word of the different kind of entries.
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//
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// Each column represents a bit of the word. The first 2 lines give the position in hexadecimal of
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// the bit in the word (the exponent of 2 when the word is written in binary). Each entry starts
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// with the sequence of bits of its identifier. The dots following the identifier are the number of
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// bits necessary to hold the information of the entry (including the checksum). The remaining free
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// bits after the dots are not used by the entry.
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//
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// 0 1
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// 0123456789abcdef0123456789abcdef
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// padding 0
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// header 10..............................
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@@ -466,7 +473,8 @@ bitfield! {
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// marker 11010..........
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// remove 11011.................
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//
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// NOTE: We could pad the internal entries to the right.
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// NOTE: We could pad the internal entries to the right by extending their identifier. This permits
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// to free some space for shorter identifier for future kind of entries.
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// The fields of a padding entry.
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bitfield! {
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@@ -95,7 +95,7 @@
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//! The _total lifetime_ of the store is below `L = ((E + 1) * N - 1) * (P - 2)` and
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//! above `L - M` words, where `E` is the maximum number of erase cycles. The
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//! lifetime is used when capacity is used, including transiently, as well as when
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//! compaction occurs. Compaction frequency and litetime consumption are positively
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//! compaction occurs. Compaction frequency and lifetime consumption are positively
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//! correlated to the store load factor (the ratio of used capacity to total capacity).
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//!
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//! It is possible to approximate the cost of transient words in terms of capacity:
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@@ -125,8 +125,8 @@
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//! It is preferred to use `Clear` with a threshold of 0 to keep the lifetime
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//! tracking.
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//!
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//! The store properties may still hold outside some of those assumptions but with
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//! weaker probabilities as the usage diverges from them.
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//! The store properties may still hold outside some of those assumptions, but with
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//! an increasing chance of failure.
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//!
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//! # Implementation
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//!
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@@ -301,9 +301,18 @@
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//! erased word. Marking an entry as padding or deleted is a single bit operation,
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//! so the property trivially holds. For those cases, the proof relies on the fact
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//! that there is exactly one bit equal to 0 in the 3 first bits. Either the 3 first
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//! bits are still `111` in which case we expect the remaining bits to bit equal
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//! bits are still `111` in which case we expect the remaining bits to be equal
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//! to 1. Otherwise we can use the checksum of the given type of entry because those
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//! 2 types of entries are not reachable from each other.
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//! 2 types of entries are not reachable from each other. Here is a visualization of
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//! the partitioning based on the first 3 bits:
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//!
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//! | First 3 bits | Description | How to check |
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//! | ------------:| ------------------ | ---------------------------- |
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//! | `111` | Erased word | All bits set to `1` |
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//! | `101` | User entry | Contains a checksum |
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//! | `110` | Internal entry | Contains a checksum |
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//! | `100` | Deleted user entry | No check, atomically written |
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//! | `0??` | Padding entry | No check, atomically written |
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//!
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//! To show that valid entries of a given type are not reachable from each other, we
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//! show 3 lemmas:
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