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BEP-341: Validators can produce consecutive blocks #341
BEP-341: Validators can produce consecutive blocks #341
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any APY impact for validators? |
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pls refer 5. Incentive Fairness Analysis |
Regarding 4.2.5 Combatting MEV, the BEP says "To constrain validators to promptly package transactions, within a validator's consecutive priority over n blocks, the transaction fees' split to the SystemRewardContract will increase linearly with block number... " The problem with this approach is that it is not possible to force validators to share their MEV profit with delegators / SystemRewardContract. So, if for example the validators make an extra MEV profit by producing consecutive blocks, they can keep this extra profit to themselves, bypassing SystemRewardContract. Therefore, the constraint made by systemRewardAntiMEVRatio is not really effective as it is limited only to the transaction fees, which is likely just a small fraction of the total profit that validators could potentially make by signing consecutive blocks. The bottom line is that the extra profit from signing consecutive blocks is much higher than the validator profit from transaction fees and therefore validators can ignore the constraint made by systemRewardAntiMEVRatio and users will wait longer for transaction confirmations. This change is definitely good for the validators, who will be able to aggressively extract more MEV by signing consequent blocks, but it is not clear how this change is good for the network, as it will result in lower confirmation time for the users. |
As BNBChain has impelmented the PBS, the MEV revenue that through the standard builder API could be included in the gas fee. that is another consideration when wen discuss this topic. I assume, for normal users, they can also use a builder to be protected from attacks, and also of course for searchers. |
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rebase master and force push 07.25 |
BEP-341: Validators can produce consecutive blocks
1. Summary
Each epoch in BSC consists of multiple slots, and a batch of validators take turns in a predefined order to obtain priority block-producing rights for each slot. This BEP proposes an adjustment to the allocation of priority block-producing rights: each validator receives priority block-producing rights for a predetermined number of consecutive slots per round.
2. Abstract
BEP-341 describes a new allocation method for priority block-producing rights, which is logically concise and significantly enhances the system's transaction processing capacity, while remaining orthogonal to transaction processing optimization techniques within blocks.
3. Motivation
The BSC ecosystem is active and continuously evolving, requiring ongoing improvements to the system's transaction processing capacity.
4. Specification
4.1 Scaling Principle
Currently, each validator obtains priority block-producing rights for a single slot and is then rotated, with a fixed block interval of t. The transaction processing limit is t/2 for validating transactions from the previous block and t/2 for processing transactions in the new block.
4.2 Implementation Specification
4.2.1 Priority Allocation
Each epoch predefines a set of validators, with a total of validatorN validators, and each validator within the set has a unique index ranging from [0, validatorN). If the current block height is blockN, then the validators with the following indices obtain priority block-producing rights.
4.2.2 Validator Set Switch
Each epoch will choose a new validator set, assuming an epoch contains epochSlots slots. The validator set switch occurs only when the block height reaches Bswitch to prevent epoch block forging. The calculation of Bswitch is as follows:
4.2.3 Block Avoidance
To prevent fewer than 1/2 of the nodes from controlling the entire network, block producers are required to produce fewer than n blocks within the previous ((validatorN/2+1)*n-1) historical blocks.
4.2.4 Governable Number of Consecutive Blocks
When n=1, it is equivalent to disabling the feature of consecutive block production, while significant optimization is observed when n belongs to the range [3,5]. Currently, the range for the value of n is set to [1,9] but except 2.
The initial value of n is 1, and changing its value requires the BSC governance process.
4.2.5 Combatting MEV
As the consecutive period in which a single validator gains priority in block production extends, it may facilitate MEV extraction, potentially leading validators to include more transactions in the later blocks they consecutively produce. To constrain validators to promptly package transactions, within a validator's consecutive priority over n blocks, the transaction fees' split to the SystemRewardContract will increase linearly with block number, capped at the value denoted as systemRewardAntiMEVRatio.
Respectively, the split ratio remains at systemRewardBaseRatio when continuous block production is disabled. Once continuous block production is enabled (i.e., when n > 1), the systemRewardRatio is calculated as:
The initial value of systemRewardAntiMEVRatio is 0, and changing its value also requires the BSC governance process.
5. Incentive Fairness Analysis
Within a single epoch, tail validators have fewer block-producing opportunities, but the allocation of priority rights is unbiased and cannot be manipulated. Therefore, from a statistical perspective, it is fair.
If a validator tries to extract more MEV by placing more transactions in later blocks they produce, it will also increase user transaction confirmation times. To curb this, the systemRewardAntiMEVRatio can be raised through the governance process, which will increase the proportion of transaction fees allocated to the SystemRewardContract. These bonuses will be distributed as Fast Finality voting rewards to validators, keeping their overall benefits unchanged. However, during high traffic and transaction backlog, high-performance validators usually handle more transactions. These changes will reduce the income advantage of having high performance.
6. Security Analysis
This BEP relies on BSC's Fast Finality feature. If Fast Finality fails, it may result in the following issues:
7. Liveness Analysis
The liveness of the chain remains unchanged, meaning it is required to ensure that at least (validatorN/2+1) validators are active. The proof is as follows:
If (validatorN/2+1) validators are active and none are allowed to produce blocks at a certain moment, each validator must have produced at least n blocks in the past ((validatorN/2+1)*n-1) blocks. Thus, collectively, at least (validatorN/2+1)*n blocks must have been produced, which is impossible. Therefore, at any moment, at least one of the (validatorN/2+1) validators must be allowed to produce blocks.
8. License
The content is licensed under CC0.