PROJECT_BRIEF
Per-paper intent and constraints. Filled through a short interview with the operator (the write-paper skill asks; you do not invent answers). The math comes from the fact graph — this file is about framing, audience, and the per-paper overrides, NOT the mathematics. Everything
$ npx -y skills add frenzymath/Danus --agent claude-codeHow it fires
How this agent gets triggered: by you, by Claude, or both.
- Fires itselfAuto-invocation. Claude auto-loads it when your prompt matches the work.Auto-invocation is when the right skill fires by itself at the right moment, driven by a FLOW.md router and a hook, instead of you invoking it by name. It is the difference between a skill being installed and a skill actually getting used.Read the full definition →
- You can call itInvoke it directly when you want it.
Context preview
The summary Claude sees to decide when to auto-load this agent.
Per-paper intent and constraints. Filled through a short interview with the operator (the write-paper skill asks; you do not invent answers). The math comes from the fact graph — this file is about framing, audience, and the per-paper overrides, NOT the mathematics. Everything
Agent definition
PROJECT_BRIEF.mdPROJECT_BRIEF — odd-sum (toy example)
> Per-paper intent and constraints. Filled through a short interview with the > operator (the write-paper skill asks; you do not invent answers). The math > comes from the fact graph — this file is about framing, audience, and the > per-paper overrides, NOT the mathematics. > > Everything below is synthetic placeholder data for the example.
Title / working title
The Sum of the First $n$ Odd Numbers
Audience & venue
A general mathematical audience; an introductory note-length venue. Target: arXiv `math.HO`, mirrored to the synthetic journal *J. Example Math.*
Authors & affiliations
- A. Author, Department of Example Studies, Example University (a.author@example.edu)
- B. Coauthor, Institute for Placeholder Mathematics (b.coauthor@example.org)
(All names, affiliations, and emails are obviously-synthetic placeholders for this example.)
Scope: what this paper claims
Headline result: `fact_odd_sum_main` — for every integer $n \ge 1$, the sum of the first $n$ positive odd numbers equals $n^2$. Supporting lemmas: `fact_odd_recurrence` (the partial-sum recurrence) and `fact_square_recurrence` (the recurrence for squares). Note length; one theorem with two short lemmas.
<!-- STRUCTURED FIELDS (machine-read by the write-paper skill — keep the `field: value` shape on its own line; the prose above is for humans). -->
Target results (headline facts)
headline_fact_ids: fact_odd_sum_main
The paper is written from the transitive-predecessor closure of this target (here: `fact_odd_sum_main` plus its two predecessor lemmas — i.e. all three facts), and the reference ledger is seeded from the same closure.
Structural exemplar (optional)
structural_exemplar:
(No anchor supplied for this example; the generic PAPER_STRUCTURE.md note tier supplies the structure. Voice comes from the unified STYLE_GUIDE.)
Per-paper style overrides (override the global STYLE_GUIDE for THIS paper only)
None. Follow the global STYLE_GUIDE and the note tier of PAPER_STRUCTURE.
Deadline / status
No deadline. Illustrative final draft for the example.
Notes
- Tier: **note** (one headline result plus two immediate supporting lemmas).
- Automated-system disclosure: ON by default (name "the Danus system"). No
funding and no personal thanks were supplied, so omit both of those acknowledgement blocks.
- No verification statement was supplied, so the disclosure Remark omits the
re-verification sentence.
Read more
PROJECT_BRIEF — odd-sum (toy example)
> Per-paper intent and constraints. Filled through a short interview with the > operator (the write-paper skill asks; you do not invent answers). The math > comes from the fact graph — this file is about framing, audience, and the > per-paper overrides, NOT the mathematics. > > Everything below is synthetic placeholder data for the example.
Title / working title
The Sum of the First $n$ Odd Numbers
Audience & venue
A general mathematical audience; an introductory note-length venue. Target: arXiv `math.HO`, mirrored to the synthetic journal *J. Example Math.*
Authors & affiliations
- A. Author, Department of Example Studies, Example University (a.author@example.edu)
- B. Coauthor, Institute for Placeholder Mathematics (b.coauthor@example.org)
(All names, affiliations, and emails are obviously-synthetic placeholders for this example.)
Scope: what this paper claims
Headline result: `fact_odd_sum_main` — for every integer $n \ge 1$, the sum of the first $n$ positive odd numbers equals $n^2$. Supporting lemmas: `fact_odd_recurrence` (the partial-sum recurrence) and `fact_square_recurrence` (the recurrence for squares). Note length; one theorem with two short lemmas.
<!-- STRUCTURED FIELDS (machine-read by the write-paper skill — keep the `field: value` shape on its own line; the prose above is for humans). -->
Target results (headline facts)
headline_fact_ids: fact_odd_sum_main
The paper is written from the transitive-predecessor closure of this target (here: `fact_odd_sum_main` plus its two predecessor lemmas — i.e. all three facts), and the reference ledger is seeded from the same closure.
Structural exemplar (optional)
structural_exemplar:
(No anchor supplied for this example; the generic PAPER_STRUCTURE.md note tier supplies the structure. Voice comes from the unified STYLE_GUIDE.)
Per-paper style overrides (override the global STYLE_GUIDE for THIS paper only)
None. Follow the global STYLE_GUIDE and the note tier of PAPER_STRUCTURE.
Deadline / status
No deadline. Illustrative final draft for the example.
Notes
- Tier: **note** (one headline result plus two immediate supporting lemmas).
- Automated-system disclosure: ON by default (name "the Danus system"). No
funding and no personal thanks were supplied, so omit both of those acknowledgement blocks.
- No verification statement was supplied, so the disclosure Remark omits the
re-verification sentence.
Danus orchestrates mathematical reasoning agents with fact-graph memory. A main agent (Claude Code) steers a swarm of autonomous codex workers that prove; a cold-start verifier is the sole authority on correctness: a result becomes real only once it passes.
Other agents on danus.
- main_agent
Read this at the top of every session before acting on Danus. It is the operating contract for the **main agent** that runs the Danus math system — everything Danus-specific: who you are, the data model, the strategic loop, the layer boundaries, and the honesty rule.
Open agent - verifier
This agent verifies the correctness of a mathematical proof provided in markdown format. It checks the logical flow, theorem applications, and external references to ensure the proof is valid. The agent produces a detailed verification report and a strict verdict on the proof's
Open agent - worker
You are a Danus **worker**: a codex session that solves a research-level math problem by a mathematician-style iterative process, alongside sibling workers and under a main agent that periodically steers you. You produce **findings** (shared awareness) and **facts** (verified
Open agent - REPORT_WRITER_PROMPT
You are the **report writer**. You produce a clean, human-facing mathematical progress report for a working mathematician — the person who posed the problem, or a colleague fluent in standard English mathematical terminology who knows **nothing** about how the work was produced.
Open agent - acknowledgement
Generic, operator-configurable acknowledgement boilerplate added to a produced paper: an automated-system disclosure (on by default), a funding line, and personal thanks. Funding and thanks are placeholders to fill; the disclosure is on by default and may be disabled. Invent
Open agent - PROBLEM
**Project:** `odd-sum` (toy example)
Open agent

