What problem does it solve?
This skill helps users structure and derive research formulas when they need to derive a theory line, build equations from a problem statement, clarify assumptions, separate formal derivation from remarks, or turn messy notes into a paper-ready derivation skeleton. Use for research-style formula development, not for fully rigorous theorem proving once the claim is already fixed.
Core Features & Use Cases
- One invariant object as the central anchor across regimes.
- Explicitly list assumptions, notations, and regime boundaries before starting derivation.
- Classify each step as identity, proposition, approximation, or interpretation to preserve clarity.
- Produce multiple output formats (mainline derivation note, paper-style theory draft, blocker report) from a single derivation.
- Attach helpful guidance for translating derivations into manuscript sections or presentation materials.
Quick Start
Provide a complete derivation starting from the invariant object and annotate each step with its type (identity, proposition, approximation, interpretation).
