Expand description
Approximate Membership Query Filter (AMQ-Filter) based on the Rank Select Quotient Filter (RSQF).
This is a small and flexible general-purpose AMQ-Filter, it not only supports approximate membership testing like a bloom filter but also deletions, merging, resizing and serde serialization.
§Example
let mut f = qfilter::Filter::new(1000000, 0.01).unwrap();
for i in 0..1000 {
f.insert(i).unwrap();
}
for i in 0..1000 {
assert!(f.contains(i));
}
§Hasher
The hashing algorithm used is xxhash3 which offers both high performance and stability across platforms.
§Filter size
For a given capacity and error probability the RSQF may require significantly less space than the equivalent bloom filter or other AMQ-Filters.
Bits per item | Error probability when full | Bits per item (cont.) | Error (cont.) |
---|---|---|---|
3.125 | 0.362 | 19.125 | 6.87e-06 |
4.125 | 0.201 | 20.125 | 3.43e-06 |
5.125 | 0.106 | 21.125 | 1.72e-06 |
6.125 | 0.0547 | 22.125 | 8.58e-07 |
7.125 | 0.0277 | 23.125 | 4.29e-07 |
8.125 | 0.014 | 24.125 | 2.15e-07 |
9.125 | 0.00701 | 25.125 | 1.07e-07 |
10.125 | 0.00351 | 26.125 | 5.36e-08 |
11.125 | 0.00176 | 27.125 | 2.68e-08 |
12.125 | 0.000879 | 28.125 | 1.34e-08 |
13.125 | 0.000439 | 29.125 | 6.71e-09 |
14.125 | 0.00022 | 30.125 | 3.35e-09 |
15.125 | 0.00011 | 31.125 | 1.68e-09 |
16.125 | 5.49e-05 | 32.125 | 8.38e-10 |
17.125 | 2.75e-05 | .. | .. |
18.125 | 1.37e-05 | .. | .. |
§Legacy x86_64 CPUs support
The implementation assumes the popcnt
instruction (equivalent to integer.count_ones()
) is present
when compiling for x86_64 targets. This is theoretically not guaranteed as the instruction in only
available on AMD/Intel CPUs released after 2007/2008. If that’s not the case the Filter constructor will panic.
Support for such legacy x86_64 CPUs can be optionally enabled with the legacy_x86_64_support
which incurs a ~10% performance penalty.
Structs§
- Filter
- Approximate Membership Query Filter (AMQ-Filter) based on the Rank Select Quotient Filter (RSQF).
- Fingerprint
Iter - An iterator over the fingerprints of a
Filter
.