Individual skill
formal-spec-generator
Generate formal specifications (definitions, predicates, invariants, pre/post-conditions) in Isabelle/HOL or Coq from informal requirements, source code, pseudocode, or mathematical descriptions. Use when users need to: (1) Formalize algorithms or data structures, (2) Create function specifications with contracts, (3) Generate predicates and properties for verification, (4) Translate informal requirements into formal logic, (5) Specify invariants for loops or data structures, or (6) Create formal definitions for mathematical concepts. Supports both Isabelle/HOL and Coq equally.
skills/formal-spec-generator/SKILL.md
Source commit 4f38503747e0617504bce5329283ef837d375c09
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- Yes
- Scanner rules are current
- Yes
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- Observed behavior
- Instructions only
- Last checked
- Nov 11, 2026
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Repository context
- Repository stars (not skill ratings)
- 260
- Repository last updated
- Aug 21, 2026
- License
- Apache-2.0
Observed agent integration: No specific integration evidence. Standard SKILL.md installation does not imply verified compatibility.
- claude-skills Repository topic
- metaprogramming Repository topic
- software-development Repository topic
- software-engineering Repository topic
- claude Repository topic
- claude-code Repository topic
- data Derived category
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SKILL.mdcore · 6,042 bytesSKILL.mdcore · 6,042 bytesSKILL.mdcore · 6,042 bytesreferences/coq_patterns.mddoc · 2,836 bytesreferences/examples.mddoc · 7,343 bytesreferences/isabelle_patterns.mddoc · 2,657 bytes
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# Formal Specification Generator
Generate formal specifications in Isabelle/HOL or Coq from informal descriptions, source code, or mathematical statements.
## Workflow
### 1. Understand the Input
Identify what type of input is provided:
- **Informal requirements**: Natural language descriptions (e.g., "a function that sorts a list")
- **Source code**: Existing implementations in Python, C, Java, or other languages
- **Pseudocode**: Algorithmic descriptions with semi-formal structure
- **Mathematical definitions**: Properties or theorems to formalize
