ECCFROG522PP: An Enhanced 522 bit Weierstrass Elliptic Curve
Victor Duarte Melo

TL;DR
This paper introduces ECCFROG522PP, a 522-bit elliptic curve generated deterministically from a public seed, emphasizing transparency, reproducibility, and security for high-security cryptographic applications.
Contribution
The paper presents a new elliptic curve with a transparent, reproducible parameter generation process based on a public seed, enhancing auditability and security verification.
Findings
Curve parameters are generated through a BLAKE3-based deterministic pipeline.
The construction has prime order, cofactor one, and a deterministically derived base point.
Full generation and validation can be independently verified from public artifacts.
Abstract
This paper presents ECCFROG522PP, a 522-bit prime-field elliptic curve in short Weierstrass form, designed with a focus on deterministic generation and public reproducibility. The central design principle is that all critical parameters are derived from a fixed public seed through a transparent and verifiable procedure. While many deployed systems rely on NIST P-256 and secp256k1, which target approximately 128-bit classical security, higher security applications typically consider curves such as NIST P-521, Curve448, and Brainpool P512. ECCFROG522PP is intended for the same general classical security range as P-521, with emphasis on transparency, auditability, and reproducibility rather than performance optimization. The curve parameters are generated through a BLAKE3-based deterministic pipeline with publicly specified indices. The resulting construction has prime order, cofactor…
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