Papers
Formal research contributions with full mathematical rigour and academic citation.
Papers
Formal research papers with full mathematical rigour — proofs, theorems, definitions, and original contributions to number theory and the philosophy of mathematics. Published with proper academic formatting, KaTeX notation, and structured citations.
Core Capabilities
| Rigour | Originality | Accessibility |
|---|---|---|
| Full mathematical proofs with formal notation and logical precision. | Novel contributions and original results in number theory. | Web-native rendering with KaTeX, making papers readable without PDF downloads. |
Research Areas
Number Theory
Original research on prime distribution, scale-relative primality, and the structure of the zeta function. Papers develop new frameworks for understanding established problems.
Mathematical Philosophy
Formal analysis of the philosophical implications of mathematical structure — what mathematics reveals about the nature of reality, knowledge, and existence.
Formal Systems
Investigations into the boundaries of axiomatic systems, incompleteness, and the relationship between formal proof and truth.
Published Papers
Papers are rendered as web-native pages with full KaTeX mathematical notation, structured citations, and responsive layouts optimised for both reading and reference.
Related Solutions
- Present Papers — Academic presentation and distribution of research
- Publish Essays — Less formal explorations of paper themes
Related Use Cases
- For Academia — Research contributions to mathematical and philosophical scholarship
- For Conferences — Presentations of paper findings at academic events