UnboundedFigures exists to make mathematical collaboration visible, human, and open to everyone. These guidelines define the standards that make that possible. They are not a long list of rules. They describe how this community works.
Everything in these guidelines flows from four beliefs:
Anyone can do mathematics.
No credentials required. No affiliations necessary. If you're thinking mathematically, you belong here.
Creativity comes before rigor.
A half-formed idea shared honestly is more valuable than a polished claim that never sees daylight. We protect early-stage thinking.
Collaboration is the point.
Mathematical progress is social. We build on each other's work, credit each other's contributions, and lift each other up.
Don't gatekeep.
Never tell someone they need a degree, a title, or a formal proof to take part, or that they aren't "real" enough to be here.
All levels of mathematical sophistication are welcome
A total beginner’s first idea and a professional mathematician’s conjecture are both valid contributions here. The platform is not a peer-review journal. It is a place where mathematical thinking of every kind can find a home.
Give feedback respectfully
Explain your reasoning when you question an idea. Critique the work without dismissing the person who shared it.
Responses are contributions, not attacks
A response that shows a conjecture is false is just as valuable as one that proves it true. But how you deliver that response matters. Counterexamples should be offered as gifts, not weapons. “This is false because...” is a contribution. “This is obviously wrong” is not.
Give credit honestly
If your work builds directly on another user’s sketch, approach, or idea, acknowledge it. Mathematical culture has always credited prior work, and this platform is no different.
Permitted: AI as a tool
Using AI to assist with typesetting, formatting, grammar, computation, literature search, or code generation is encouraged. These uses serve human mathematical thinking rather than replacing it. No disclosure is required for this level of use.
Required disclosure: AI as a contributor
If an AI system substantially generated or shaped the mathematical insight, conjecture, argument, or proof strategy in your submission, disclose it. A simple test: if taking out what the AI contributed would leave the mathematical core missing, disclose. Put the disclosure in the content itself, where readers will see it.
Acceptable ways to disclose AI involvement:
Prohibited: undisclosed AI authorship
Submitting content where AI generated the mathematical insight without any disclosure violates these guidelines. That means presenting AI-written proofs, conjectures, or arguments as your own original thinking. This applies regardless of how sophisticated the AI’s output is.
We distinguish between human-directed AI (permitted with disclosure) and AI-generated content presented as wholly human (prohibited). When in doubt, disclose. Transparency costs nothing.
Mathematical disagreement is healthy and expected. Personal attacks are not.
The following are not permitted on UnboundedFigures:
We apply these guidelines with judgment, not a rigid point system. Context matters. Violations are evaluated based on intent, severity, and pattern.
For minor or first-time violations where the behavior is clearly unintentional or easily corrected.
For content that violates these guidelines, regardless of account standing.
For serious or repeated violations, or for behavior that disrupts the community.
For egregious violations, sustained harassment, or bad-faith behavior.
If you see content or behavior that violates these guidelines, use “Report” on it while signed in: profiles, sketches, comments, board messages, projects, Network requests and responses, and Open Problem attempts all have one. If you can’t sign in or don’t see the option, email contact@unboundedfigures.com with a link to the content and a brief description of the concern. We review all reports and aim to respond within 48 hours for serious issues.
We do not retaliate against good-faith reports, even when we determine no violation occurred.