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Use 16-bit random value in validator filter #4039
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The change looks good and makes sense to me! 👍 |
Sounds logical... good writeup |
It shouldn't be necessary to add extra tests. There should be several sanity tests which will check this. For example,
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The PR looks good to me and great work on the analysis! 👍
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Looking good to me
random_byte = hash(seed + uint_to_bytes(uint64(i // 32)))[i % 32] | ||
# [Modified in Electra] | ||
random_bytes = hash(seed + uint_to_bytes(i // 16)) | ||
offset = i % 16 * 2 |
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noting we get the intended change here as precedence in python gives us this (i % 16) * 2
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looks good to me! nice catch :)
we should verify there is some difference in test output, just so it will be clear if a client does not conform, but otherwise I think it is ready to go
Good call. I have a simple difference. In consensus-specs/tests/core/pyspec/eth2spec/test/phase0/sanity/test_blocks.py Lines 706 to 708 in 98cf01d
See |
See: https://docs.google.com/spreadsheets/d/18VeMVLO1jbP8xHkT4faGEb5SyrWQhQLcU-BtsL9pTss
This fixes an oversight in
compute_proposer_index
andget_next_sync_committee_indices
.Currently, we use an 8-bit random byte to perform an effective balance filter. This was used to penalize validators with effective balances less than 32 ETH. But now that we have raised the maximum effective balance, this mechanism plays a more important role in validator selection.
One might expect a validator with a greater effective balance to have a greater chance of being selected as proposer or sync committee participant, but no. This is because the random byte can only represent 256 "buckets" of effective balance. So for example, currently, a validator with 33 ETH has the same likelihood of being selected as a validator with 40 ETH, because these validators are in the same bucket.
The solution is to use a bigger random value to allow more precision. I propose we use a 16-bit random value instead which provides enough precision (~65k buckets). Originally I wanted to use 32-bit values but it would require more complex changes because there would be an integer overflow when multiplying the max values together.