Empirical discovery: Semaev's S₃ relation matrix over j=0 elliptic curves stabilizes at rank 3. Optimizes ECC cryptanalysis & finite-field linear algebra.
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Updated
May 31, 2026 - Python
Empirical discovery: Semaev's S₃ relation matrix over j=0 elliptic curves stabilizes at rank 3. Optimizes ECC cryptanalysis & finite-field linear algebra.
LFSR cryptanalysis, DES/AES modes, RSA, ECC, Baby-Step Giant-Step ECDLP — breaking and rebuilding modern crypto from scratch in Python.
Spectral Continuity in Elliptic Curve Scalar Multiplication Empirical Investigation of Spectral Structure in secp256k1
An absolutely new mathematical framework for analyzing the Elliptic Curve Discrete Logarithm Problem (ECDLP)
Statistical test for genuine quantum signal in ECDLP cryptanalysis — first "beyond verification filter" datapoint (Quantinuum H2 emulator p≈0.0003, IBM control p≈0.61). Open, reproducible.
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