Individual skill
mathfin-identification-strategy
Use when the mathematical core of a Mathematical Finance (Wiley) manuscript is the bottleneck — adapted for a theory journal, this means assumptions, theorem statements, proof architecture, and generality, not causal/empirical identification. Stress-tests rigor before exposition is polished.
Mathematical-Finance-Skills/skills/mathfin-identification-strategy/SKILL.md
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- Last checked
- Nov 9, 2026
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# Assumptions, Theorems & Proof Architecture (mathfin-identification-strategy)
## Note on framing
*Mathematical Finance* is a **theory-first** journal: papers are evaluated on **methodological
novelty and rigor**, not empirical causal identification. The "identification" that matters
here is **mathematical identification** — pinning down the right assumptions, the precise
theorem, and a complete proof. This skill therefore covers assumptions, results, proof
exposition, and generality. (Empirical causal design is out of scope for this venue.)
## When to trigger
- A "model" is proposed but its formal properties (existence, uniqueness, no-arbitrage) are unproved
- The assumptions are vague (which filtration? which integrability? which regularity?)