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feat: Add support for uint256 to DSL bigint #5327
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Benchmark resultsMetrics with a significant change:
Detailed resultsAll benchmarks are run on txs on the This benchmark source data is available in JSON format on S3 here. Values are compared against data from master at commit L2 block published to L1Each column represents the number of txs on an L2 block published to L1.
L2 chain processingEach column represents the number of blocks on the L2 chain where each block has 16 txs.
Circuits statsStats on running time and I/O sizes collected for every circuit run across all benchmarks.
Tree insertion statsThe duration to insert a fixed batch of leaves into each tree type.
MiscellaneousTransaction sizes based on how many contract classes are registered in the tx.
Transaction size based on fee payment method
Transaction processing duration by data writes.
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fn test_u256(mut x: [u8; 5], y: [u8; 5]) { |
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We can put these test functions inside of the stdlib.
This is also not being run currently.
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The function is now called by the test.
I have not added it to stdlib test because I do not see any other test in the stdlib
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noir/noir-repo/compiler/noirc_evaluator/src/ssa/acir_gen/acir_ir/big_int.rs
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Closing this as we've been told that crypto team isn't comfortable with the changes. |
uint256 in dsl big int are implemented by extending the bigfield class into bigfieldyn class, which is the same code, except that:
For now this class only works with 2^{256} modulus, but can be very easily extended to support any 256 bits (or less) prime.
Support for non-prime can be added with moderate effort. Only the witness generation part will need to be adapted because Montgomery multiplication does not work with power-of-2 limbs and even modulus.
In this PR, we simply use uint256_t for the witness generation.
I also added U256 in Noir stdlib