Feature #20415
closedPrecompute literal String hash code during compilation
Description
I worked on a proof of concept with @etienne (Étienne Barrié) which I think has some potential, but I'm looking for feedback on what would be the best implementation.
The proof of concept is here: https://github.com/Shopify/ruby/pull/553
Idea¶
Most string literals are relatively short, hence embedded, and have some wasted bytes at the end of their slot. We could use that wasted space to store the string hash.
The goal being to make looking up a literal String key in a hash, as fast as a Symbol key. The goal isn't to memoize the hash code of all strings, but to only selectively precompute the hash code of literal strings
in the compiler. The compiler could even selectively do this when we literal string is used to lookup a hash (opt_aref
).
Here's the benchmark we used:
hash = 10.times.to_h do |i|
[i, i]
end
dyn_sym = "dynamic_symbol".to_sym
hash[:some_symbol] = 1
hash[dyn_sym] = 1
hash["small"] = 2
hash["frozen_string_literal"] = 2
Benchmark.ips do |x|
x.report("symbol") { hash[:some_symbol] }
x.report("dyn_symbol") { hash[:some_symbol] }
x.report("small_lit") { hash["small"] }
x.report("frozen_lit") { hash["frozen_string_literal"] }
x.compare!(order: :baseline)
end
On Ruby 3.3.0, looking up a String key is a bit slower based on the key size:
Calculating -------------------------------------
symbol 24.175M (± 1.7%) i/s - 122.002M in 5.048306s
dyn_symbol 24.345M (± 1.6%) i/s - 122.019M in 5.013400s
small_lit 21.252M (± 2.1%) i/s - 107.744M in 5.072042s
frozen_lit 20.095M (± 1.3%) i/s - 100.489M in 5.001681s
Comparison:
symbol: 24174848.1 i/s
dyn_symbol: 24345476.9 i/s - same-ish: difference falls within error
small_lit: 21252403.2 i/s - 1.14x slower
frozen_lit: 20094766.0 i/s - 1.20x slower
With the proof of concept performance is pretty much identical:
Calculating -------------------------------------
symbol 23.528M (± 6.9%) i/s - 117.584M in 5.033231s
dyn_symbol 23.777M (± 4.7%) i/s - 120.231M in 5.071734s
small_lit 23.066M (± 2.9%) i/s - 115.376M in 5.006947s
frozen_lit 22.729M (± 1.1%) i/s - 115.693M in 5.090700s
Comparison:
symbol: 23527823.6 i/s
dyn_symbol: 23776757.8 i/s - same-ish: difference falls within error
small_lit: 23065535.3 i/s - same-ish: difference falls within error
frozen_lit: 22729351.6 i/s - same-ish: difference falls within error
Possible implementation¶
The reason I'm opening this issue early is to get feedback on which would be the best implementation.
Store hashcode after the string terminator¶
Right now the proof of concept simply stores the st_index_t
after the string null terminator, and only when the string is embedded and as enough left over space.
Strings with a precomputed hash are marked with an user flag.
Pros:
- Very simple implementation, no need to change a lot of code, and very easy to strip out if we want to.
- Doesn't use any extra memory. If the string doesn't have enough left over bytes, the optimization simply isn't applied.
- The worst case overhead is a single
FL_TEST_RAW
inrb_str_hash
.
Cons:
- The optimization won't apply to certain string sizes. e.g. strings between
17
and23
bytes won't have a precomputed hash code. - Extracting the hash code requires some not so nice pointer arithmetic.
Create another RString union¶
Another possibility would be to add another entry in the RString
struct union, such as we'd have:
struct RString {
struct RBasic basic;
long len;
union {
// ... existing members
struct {
st_index_t hash;
char ary[1];
} embded_literal;
} as;
};
Pros:
- The optimization can now be applied to all string sizes.
- The hashcode is always at the same offset and properly aligned.
Cons:
- Some strings would be bumped by one slot size, so would use marginally more memory.
- Complexify the code base more, need to modify a lot more string related code (e.g.
RSTRING_PTR
and many others) - When compiling such string, if an equal string already exists in the
fstring
table, we'd need to replace it, we can't just mutate it in place to add the hashcode.
Prior art¶
[Feature #15331] is somewhat similar in its idea, but it does it lazily for all strings. Here it's much simpler because limited to string literals, which are the ones likely to be used as Hash keys, and the overhead is on compilation, not runtime (aside from a single flag check). So I think most of the caveats of that original implementation don't apply here.