From mathfin-skills
Routes through the Mathematical Finance manuscript pipeline from problem selection to submission, including theorem-first stages and revision. Use when orienting a financial-mathematics paper or unsure which stage is the bottleneck.
How this skill is triggered — by the user, by Claude, or both
Slash command
/mathfin-skills:mathfin-workflowThe summary Claude sees in its skill listing — used to decide when to auto-load this skill
- Starting a new financial-mathematics paper aimed at *Mathematical Finance* and unsure where to begin
Mathematical Finance (Wiley-Blackwell, affiliated with the Bachelier Finance Society) is a theory-first venue. Submissions must be in a mathematically rigorous style and are evaluated on methodological novelty and contribution to financial modelling — not on empirical or data-driven finance. Papers must be self-contained, including full proofs; detailed analysis belongs in an Appendix; numerical experiments are welcome only when they support rigorous theoretical developments. Review is single-blind, screened first by the Editor. This router keeps every step aligned to that bar.
mathfin-topic-selection (is the problem novel + rigorously tractable?)
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mathfin-literature-positioning (place the result against the stochastic-analysis frontier)
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mathfin-identification-strategy (assumptions, theorems, proof architecture, generality)
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mathfin-contribution-framing (state the methodological novelty for financial modelling)
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mathfin-data-analysis (numerical experiments that SUPPORT the theory, if any)
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mathfin-tables-figures (illustrative exhibits, separate files at revision)
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mathfin-writing-style (rigorous exposition; results + intuition up front)
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mathfin-replication-and-data-policy (Data Availability Statement; reproducible code if any)
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mathfin-review-process (single-blind editor → AE → referee path)
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mathfin-submission (Research Exchange LaTeX preflight)
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mathfin-rebuttal (response-to-referees on revision)
gate 0->1 problem chosen pass: conjectured theorem statable with explicit hypotheses
gate 1->2 positioned pass: closest prior theorem named + delta sits on one axis
gate 2->3 proved pass: no [gap] markers; every cited theorem's hypotheses checked
gate 3->4 framed pass: each main theorem has a financial-payoff sentence
gate 4->5 numerics (optional) pass: every exhibit names the result it illustrates
gate 5->6 written pass: theorem statements readable without their proofs
gate 6->7 packaged pass: clean-checkout compile + data statement + classifications
A gate that will not close is the bottleneck; route to the owning skill instead of polishing downstream sections.
When a manuscript seems to sit between gates, locate it by its weakest artifact, not its newest one: a polished introduction resting on an unchecked verification theorem is a gate-2 paper, and a complete proof set under an empirical-sounding abstract is a gate-3 paper. The pipeline is re-entrant — a referee report or a discovered gap legitimately sends the project back two or three gates, and re-running the later skills after such a regression is cheaper than defending an internally inconsistent draft.
Theorem development and exposition need not be strictly serial. Once the assumption block is frozen (gate 2), the introduction, model section, and statement skeletons can be drafted while appendix proofs are still being verified — but prose must never claim more than the current proof state supports. Mark unproved strengthenings as conjectures in the draft, and either prove them or strip them before gate 6.
mathfin-topic-selection.mathfin-identification-strategy.mathfin-contribution-framing.mathfin-data-analysis, then mathfin-tables-figures.mathfin-writing-style.mathfin-submission; after a decision → mathfin-rebuttal.【Stage】topic / theory / framing / numerics / writing / submission / revision
【Bottleneck】one sentence
【Use next】mathfin-<skill>
【Why】how it clears the Mathematical Finance rigor bar
npx claudepluginhub brycewang-stanford/awesome-journal-skills --plugin mathfin-skillsStakes a manuscript's contribution against prior stochastic-analysis, pricing, and control results at theorem-level precision. Use when refining the introduction for Mathematical Finance journal.
Assesses whether a quantitative finance manuscript fits Mathematical Finance, covering scope, method-and-evidence bar, house style, and desk-reject risks.
Routes pure-mathematics manuscript work for Annals of Mathematics submission, directing to the appropriate anmath-* sub-skill based on current stage (scope, proof, exposition, revision).