Coding as a hobby. Fan of Emacs and Common Lisp.
Blog: effectivelambda.org
Pinned:
- my full and actual Emacs configuration (init.el file)
- Converter from Common Lisp to GNU Calc
- cl-z21: Common Lisp minimal demonstration code for controlling Roco Z21 model railway command stations over LAN (UDP)
- claude-lisp-repl: Recipes for driving a live, shared Common Lisp REPL image from Claude Code (via a tmux session or Emacs/SLIME) so that LLM and user evaluate, load and test in the same running SBCL
- erdos-36-certified-lower-bound: an LLM-assisted (Claude) experiment in verified computation - an open, fully rigorous re-certification of White's lower bound for Erdős's minimum-overlap problem (#36), with an independent verifier
How to reach me: discussion linked to this profile repository, as well as issues and discussions in each repository
Full list of repositories per category: (a project may appear in several categories)
- claude-lisp-repl: Recipes for driving a live, shared Common Lisp REPL image from Claude Code (via a tmux session or Emacs/SLIME) so that LLM and user evaluate, load and test in the same running SBCL
- Common Lisp minimal examples
- Common Lisp GPU example
- Personal utilities for Common Lisp
- Common Lisp performance
- Reproduction of Hamid Naderi Yeganeh's Morpho Butterfly in Common Lisp
- Problem solving in Common Lisp: Project Euler, Tupper formula
- Converter from Common Lisp to GNU Calc
- cl-z21: Common Lisp minimal demonstration code for controlling Roco Z21 model railway command stations over LAN (UDP)
- Personal utilities for Emacs Lisp
- Problem solving in Emacs Lisp: Project Euler, Tupper formula
- claude-lisp-repl: Recipes for driving a live, shared Common Lisp REPL image from Claude Code (via a tmux session or Emacs/SLIME) so that LLM and user evaluate, load and test in the same running SBCL
- claude-lisp-repl: Recipes for driving a live, shared Common Lisp REPL image from Claude Code (via a tmux session or Emacs/SLIME) so that LLM and user evaluate, load and test in the same running SBCL
- calc-llm: LLM to convert numerical puzzle into GNU Calc
- erdos-36-certified-lower-bound: an LLM-assisted (Claude) experiment in verified computation - an open, fully rigorous re-certification of White's lower bound for Erdős's minimum-overlap problem (#36), with an independent verifier
- C minimal examples
- C GPU example
- Personal utilities for C
- Problem solving in C
- Reproduction of Hamid Naderi Yeganeh's Morpho Butterfly in C
- C++ minimal examples
- Personal utilities for C++
- Problem solving in C++
- my full and actual Emacs configuration (init.el file)
- Personal utilities for Emacs
- Problem solving in GNU Calc
- Converter from Common Lisp to GNU Calc
- calc-llm: LLM to convert numerical puzzle into GNU Calc
- problem solving in spreadsheets
(end of README)