RPN command-line calculator
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Feb 18, 2026 - Python
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mpmath
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Functional programming language designed for readable & expressive code, extensibility, and mathematical computing with arbitrary precision arithmetic.
python language programming-language functional-programming python3 programming-languages arbitrary-precision functional-language mpmath arbitrary-precision-arithmetic numfu
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Feb 14, 2026 - Python
Assorted functions for statistics and mathematics built on mpmath.
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Jan 14, 2026 - Python
Find polynomial roots with multiplicities using mpmath.
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Nov 10, 2019 - Python
Experimental Riemann Hypothesis numeric scanner for Python
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Dec 25, 2024 - Python
A Scientific Calculator with Graphing and advanced mathematical calculation capabilities
python scientific-calculator sympy ode-solver symbolic-math fourier-transform advanced-mathematics mpmath customtkinter latex-rendering interactive-graphing
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Mar 5, 2025 - Python
Certified first 1,000 nontrivial zeros of the Riemann zeta function using a dual-evaluator (mpmath ΞΆ + Ξ·βseries) contour method with strict Krawczyk isolation and automatic refinement.
python computational-mathematics interval-arithmetic interval-arithmetic-evaluator mpmath riemann-hypothesis analytic-number-theory zeta-function winding-number-algorithm argument-principle krawczyk zeta-zeros rigorous-verification
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Nov 20, 2025 - Python
Python Transcendental Equation Solvers
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Aug 31, 2018 - Python
Solução robusta para o MΓ©todo dos MΓnimos Quadrados em Python. Projetada para ajustar polinΓ΄mios de grau alto (10+) sem divergΓͺncia. Integra aritmΓ©tica de precisΓ£o infinita, correção automΓ‘tica para falta de dados e estabilização de matrizes mal-condicionadas. Ideal para modelagem matemΓ‘tica onde o NumPy padrΓ£o falha por erros de arredondamento.
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Nov 27, 2025 - Jupyter Notebook
First-principles derivation of the fine-structure constant (Ξ±β1) via Modular Information Thermodynamics (Z/6Z). Includes Python validation code demonstrating 10β14 precision against CODATA 2022, effectively eliminating alpha as a free parameter.
python entropy reproducible-research information-theory modular-arithmetic theoretical-physics number-theory fine-structure-constant high-precision quantum-electrodynamics codata mpmath fundamental-constants
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Feb 19, 2026 - Jupyter Notebook
Official repository for the Modular Substrate Theory (MST). Unifying alpha, H0, e, and zeta(0) via a Z/6Z substrate. Featuring 110-digit precision audits, a 10^-14 exact derivation of the fine-structure constant, and the resolution of the Hubble tension.
python jupyter-notebook prime-numbers theoretical-physics number-theory fine-structure-constant high-precision mpmath hubble-constant zeta-function cosmology-particle-physics fundamental-physics vacuum-impedance-modulation riemann-hypothesis-collatz-hubble-tension quantum-gravity-cosmology-astrophysics information-theory-cosmology-cifr-pnpi modular-substrate-theory z6z hubble-tension-resolution
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Feb 18, 2026 - TeX
Lerch transcendent implementation for arbitrary-precision
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Feb 19, 2022 - Python
Official repo for the paper: "The Emergence of Geometry". Analytical derivation and 150-digit validation of the identity linking ΞΆ(0), ln 2, and the emergence of spatial geometry within the Z/6Z modular substrate.
research physics information-theory mathematics open-science pi cosmology modular-arithmetic riemann-zeta reproducibility theoretical-physics number-theory fine-structure-constant mpmath hubble-tension digital-physics holographic-principle fundamental-constants unification-theory z6z
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Feb 20, 2026 - TeX
A few functions related to signal processing, implemented with mpmath.
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Jun 3, 2024 - Python
π Certify and explore the first 1,000 nontrivial zeros of the Riemann zeta function with a reliable, reproducible dataset for research and analysis.
python computational-mathematics interval-arithmetic interval-arithmetic-evaluator mpmath riemann-hypothesis analytic-number-theory zeta-function winding-number-algorithm argument-principle krawczyk zeta-zeros rigorous-verification
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Feb 20, 2026 - Python
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