Number theory: primes, arithmetic functions, modular computations, special sequences
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Updated
Apr 25, 2026 - Haskell
Number theory: primes, arithmetic functions, modular computations, special sequences
A Julia package for computing SICs and related objects.
Compute lots of Riemann Zeta function values with arbitrary precision
This tokenizer is an advanced lexer developed specifically for Zeta Lang
Geometric AI architectures combining spectral analysis, information geometry, and zeta function theory. Democratizing advanced mathematics through practical implementation.
Numerical project written (mostly) in Python that is all about (dynamical) zeta functions and their application to the calculation of (quantum and classical) resonances.
Curriculum learning framework that uses geometrically structured datasets and lets the model self discover learning path through emergent dynamics
Stuff related to elliptic curves, modular forms and zeta functions of curves
Generalizations of the Riemann Zeta Function implemented in C++. Fall 2015
A constructive and AI-assisted approach to the Riemann Hypothesis, focusing on structured classification and critical line constraints.
Coq proof of the Euler product formula for the Riemann zeta function (in progress...)
Math art and themes including my attempts to teach calculus in every color of the rainbow over the Summer of 2021 by colorizing the PPT slides for lectures.
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