Does it require specific Emacs configurations?

Yes, it relies on Emacs and requires dependencies like Proof General and Gay.jl to be installed and mapped in your init file.

How does the GF(3) color feedback system work?

It maps logical states to trits (-1, 0, 1), which then trigger deterministic mode-line colors (Red for unproved, Yellow for processing, Green for proved) using the Gay.jl engine.

Which proof assistants are supported by this skill?

The skill supports Lean, Narya, Stellogen, and any assistant compatible with Proof General, such as Coq and Agda.

What is Transcendental Syntax in this context?

It refers to Stellogen's logic-agnostic programming environment, which allows for constellation-based logic modeling within the keyboard surface.

Can this skill automate parts of the proving process?

Yes, it includes a 'Self-Operating Proofs' feature that attempts to apply common tactics like reflexivity, assumption, and induction automatically.

Transcendental Keyboard Proof Interface

Name: Transcendental Keyboard Proof Interface
Author: plurigrid

byplurigrid

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Productivity & Workflow

Provides a unified, color-coded keyboard control surface for advanced formal verification and transcendental syntax proof environments.

The Transcendental Keyboard skill integrates multiple proof assistants—including Stellogen, Proof General, Narya, and Lean—into a cohesive, high-efficiency Emacs workflow. It leverages GF(3) conservation laws to map proof states (unproved, processing, proved) to deterministic color feedback via Gay.jl, allowing logic engineers to navigate complex formal spaces with visual intuition. By combining automated tactic application with a specialized transient menu system, it streamlines the process of interactive theorem proving and higher-dimensional type theory development.

Key Features

01Real-time visual feedback using GF(3) trits to map proof states to mode-line colors

02Unified transient menu system for Lean, Coq, Narya, and Stellogen

03Support for transcendental syntax and higher-dimensional observational type theory

047 GitHub stars

05Automated tactic application for rapid progression in interactive theorem provers

06Built-in GF(3) conservation analysis to verify the integrity of proof trajectories

Use Cases

01Formal verification of mathematical theorems across disparate proof assistant platforms

02Developing higher-dimensional type theory models using Narya and Stellogen syntax

03Optimizing interactive theorem proving workflows via visual state cues and auto-tactics

What are Skills?·How to Install

Install with 🐟 Skill.Fish

npx skillfish add plurigrid/asi transcendental-keyboard

For use in Claude.ai and ChatGPT

Download Skill