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Briefing

The foundational problem in blockchain economics is designing a transaction fee mechanism (TFM) that remains incentive-compatible for both users and block producers who actively extract Maximal Extractable Value (MEV). This paper introduces a model of active block producers with private valuations for blocks, formally proving a critical impossibility result ∞ no non-trivial, approximately welfare-maximizing TFM can be incentive-compatible for both users and these active block producers. This mandates a shift from seeking a purely economic solution within the TFM itself to augmenting the mechanism with external components ∞ such as order flow auctions, trusted execution environments, or advanced cryptographic techniques ∞ to enforce fairness and restore equilibrium in the MEV supply chain.

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Context

Prior research on Transaction Fee Mechanism (TFM) design, such as EIP-1559, largely operated under a model of passive block producers motivated purely by consensus-layer rewards. This prevailing theoretical limitation ignored the reality of Maximal Extractable Value (MEV), where block producers act as active economic agents with private, off-chain incentives (their block producer surplus) to reorder or censor transactions. The academic challenge was formally modeling this active adversarial behavior to determine if a globally optimal, incentive-aligned TFM was even theoretically possible.

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Analysis

The research fundamentally shifts the model from passive to active block producers by incorporating their “private valuations” for blocks ∞ representing the MEV they can extract ∞ directly into the game-theoretic framework. The paper formalizes the interaction as a three-stage game of incomplete information. The core mechanism of the proof is to demonstrate that any TFM that attempts to maximize social welfare (approximating the combined value for users and the producer) will inevitably create an incentive for the active producer to misreport their private valuation (their MEV potential) or to include/exclude transactions based on their private gain rather than the protocol’s rules. This impossibility proof shows the conflict is an inherent, unresolvable tension within the mechanism’s design space, fundamentally differing from prior work that treated the issue as a mere implementation flaw.

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Parameters

  • Active Block Producers ∞ The model’s key departure from previous TFM analysis, where producers possess a private, non-consensus valuation (MEV) for blocks.
  • Impossibility Result ∞ The formal proof that no non-trivial, approximately welfare-maximizing TFM can be incentive-compatible for both users and active block producers.
  • Augmentation Necessity ∞ The conclusion that external components (e.g. cryptographic, auction-based) must be added to the TFM to enforce desirable properties.

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Outlook

This foundational impossibility result redirects the future of blockchain mechanism design away from seeking a single, perfect TFM and toward a modular, augmented architecture. Next steps involve rigorous academic analysis of hybrid solutions, specifically the security and incentive properties of combining economic primitives (like order flow auctions) with cryptographic primitives (like threshold encryption or trusted execution environments). In the next 3-5 years, this research will unlock the development of provably fairer, multi-component block production systems where fairness and incentive alignment are enforced through external cryptographic guarantees, rather than relying solely on economic equilibrium.

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Verdict

The formal proof establishes that the Maximal Extractable Value problem is not a solvable economic design flaw, but a foundational, inherent conflict requiring architectural and cryptographic intervention.

Game Theory Analysis, Mechanism Design, Transaction Fee Mechanism, Maximal Extractable Value, MEV Mitigation, Incentive Compatibility, Active Block Producers, Welfare Maximization, Impossibility Result, Block Producer Surplus, Order Flow Auction, Cryptographic Techniques, Economic Security, Protocol Design, Decentralized Finance, Fee Burning, On-Chain Economics, Transaction Ordering, Auction Theory, Perfect Bayesian Equilibrium Signal Acquired from ∞ IACR Cryptol. ePrint Arch.

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