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Briefing

The core problem addressed is the persistence of Maximal Extractable Value (MEV) resulting from the liveness property of standard digital signatures, which allows rational block producers to indefinitely defer transaction inclusion to maximize MEV extraction. The foundational breakthrough is the introduction of a Time-Bound Signature Scheme , a modified Schnorr signature that cryptographically binds a transaction’s validity to a specific maximum block height, effectively utilizing the immutable blockchain as a universal clock. This new cryptographic primitive forces a deadline on the transaction’s inclusion window, fundamentally altering the game-theoretic incentives of block producers. The single most important implication is the establishment of a provably fairer transaction ordering environment by eliminating the economic viability of arbitrary deferral, thereby reducing MEV revenue and stabilizing fee market equilibrium.

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Context

Prior to this work, the prevailing challenge in mechanism design was reconciling the theoretical goals of fee-burning protocols like EIP-1559 with the reality of rational actor behavior. The established theoretical limitation centered on the non-expiring nature of digital signatures; once a transaction is signed and broadcast, its cryptographic validity is permanent. This liveness property created a structural vulnerability where a rational block producer’s optimal strategy involved waiting for the highest possible MEV opportunity, effectively bypassing the intended fee market equilibrium and sustaining high MEV extraction.

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Analysis

The paper’s core mechanism integrates a block height parameter directly into the Schnorr signature generation and verification process. Conceptually, the new primitive is a digital signature where the public key is not merely a key, but a tuple that includes the maximum valid block height. The signature verification function is thus extended ∞ a transaction is only valid if the current block height is less than the encoded maximum block height and the standard cryptographic proof holds.

This fundamentally differs from previous approaches, which relied on complex commit-reveal schemes or off-chain trusted execution environments. The time-bound signature achieves its goal through a simple, on-chain verifiable cryptographic constraint, leveraging the blockchain’s total ordering property as a secure, decentralized clock.

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Parameters

  • Universal Clock Source ∞ Blockchain Block Height ∞ The immutable, totally ordered sequence of blocks serves as the tamper-resistant temporal reference for signature expiration.
  • Signature Scheme Basis ∞ Modified Schnorr Signature ∞ The core cryptographic primitive is adapted for its linearity and compact proof size, integrating the time-bound parameter.
  • Target Mitigation ∞ Rational Producer Deferral ∞ The specific game-theoretic attack vector that the time-bound expiration is designed to eliminate.
  • Impact Metric ∞ Lower MEV Revenue ∞ The expected outcome for block producers due to the elimination of the indefinite transaction holding strategy.

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Outlook

The immediate next step for this research involves formalizing the integration of this primitive into live protocol specifications, particularly for transaction fee markets and decentralized exchanges. In the next three to five years, this theory could unlock a new generation of mechanism design that relies on provable, on-chain expiration for all critical messages, not just transactions. This opens new research avenues in cryptoeconomic security, allowing designers to formally model and enforce temporal constraints within smart contract execution, thereby enabling new forms of fair-ordering financial primitives and reducing the necessity for complex, multi-party computation solutions to MEV.

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Verdict

This work establishes a new foundational primitive, demonstrating that cryptographic time-binding is essential for achieving mechanism design goals and provable economic security in decentralized systems.

Time-bound cryptography, Schnorr signature modification, maximal extractable value, MEV mitigation, rational block producer, game theoretic equilibrium, transaction fee auction, block height clock, cryptographic primitive, liveness property, decentralized clock, on-chain time, transaction deferral, signature expiration, digital signature scheme, mechanism design, on-chain fairness, cryptoeconomic security, protocol specification, verifiable constraint Signal Acquired from ∞ arxiv.org

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maximal extractable value

Definition ∞ Maximal Extractable Value (MEV) refers to the profit that can be obtained by block producers by strategically including, excluding, or reordering transactions within a block they are creating.

digital signatures

Definition ∞ Digital signatures are cryptographic mechanisms used to verify the authenticity and integrity of digital documents or messages.

digital signature

Definition ∞ A digital signature is a cryptographic mechanism used to verify the authenticity and integrity of digital messages or documents.

decentralized

Definition ∞ Decentralized describes a system or organization that is not controlled by a single central authority.

cryptographic primitive

Definition ∞ A cryptographic primitive is a fundamental building block of cryptographic systems, such as encryption algorithms or hash functions.

mitigation

Definition ∞ Mitigation refers to actions taken to reduce the severity, seriousness, or harmfulness of something.

block producers

Definition ∞ Block Producers are entities responsible for creating new blocks on a blockchain.

cryptoeconomic security

Definition ∞ Cryptoeconomic Security refers to the robustness and integrity of a blockchain network derived from its economic incentives and game-theoretic design.

mechanism design

Definition ∞ Mechanism Design is a field of study concerned with creating rules and incentives for systems to achieve desired outcomes, often in situations involving multiple participants with potentially conflicting interests.