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lmdixon23/README.md

Logan M. Dixon

Independent researcher and computer science educator working across mathematical AI, nonlinear systems, machine-learning evaluation, and reproducible computation.

Research site · ORCID · LinkedIn

Current research

Each research repository distinguishes analytic arguments from computational verification and links its principal claims to reproducible artifacts.

AI systems, evaluation, and education

  • AI Playgroundslive site · source · v1.0.1 · DOI — twelve bilingual browser-based visualizations for search, logic, probability, machine learning, neural networks, vision, and reinforcement learning; the archived release carries 45 deterministic algorithm checks and a 63-case browser matrix.
  • EvalCanary — evaluator-migration tooling that holds model outputs fixed, replays before-and-after verifiers, classifies verdict transitions, estimates paired uncertainty, checks subgroup effects, preserves execution provenance, and enforces explicit CI policy gates.
  • RLVR and GRPO studies — compact studies of regularized policy-improvement operators and a CPU-scale GRPO reproduction.
  • Engineering portfolio — projects across evaluation, retrieval, agents, machine learning, Rust systems, infrastructure, and security.

Methods and tools

I prefer analytic structure where it is available, then exact algebra, interval arithmetic, certified computation, and independent reconstruction where finite computation carries claim weight.

Primary tools: Python, Rust, NumPy, SciPy, SymPy, TensorFlow/Keras, Hugging Face, and Terraform.

Contact

Open to research collaboration, technical review, and roles in mathematical AI, machine learning, and research engineering.

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  1. ai-playgrounds ai-playgrounds Public

    Interactive bilingual applets for teaching search, logic, probability, machine learning, neural networks, computer vision, and reinforcement learning.

    HTML 3

  2. evalcanary evalcanary Public

    Catch evaluation drift before it ships.

    Python 1

  3. njc-2026-planar-n4-winding njc-2026-planar-n4-winding Public

    Reproducibility package for a planar four-ridge counterexample to the Neural Jacobian Conjecture

    Python 1

  4. sonc-2026-nonseparability-exactness sonc-2026-nonseparability-exactness Public

    Code and certificates for Nonseparability characterizes SONC exactness for interior signed supports

    Python 1

  5. njc-2026-cluster-inversion njc-2026-cluster-inversion Public

    Reproducibility package for asymptotic-polygon global inversion and the injective Neural Jacobian separation witness

    Python 1

  6. my_dev_projects my_dev_projects Public

    Research-engineering portfolio: LLM evaluation, RAG, RLVR/post-training, machine learning, Rust systems, data engineering, and reproducible computation.

    Python 2