Type Theory Foundations
Exploring dependent types as a foundation for mathematical reasoning. Bridging the gap between computation and proof.
The Organization of Theory
A structured repository of theoretical frameworks across disciplines. Each framework is documented, cross-referenced, and maintained by its community of practitioners.
Exploring dependent types as a foundation for mathematical reasoning. Bridging the gap between computation and proof.
How simple rules produce complex behavior. Modeling phase transitions in social, biological, and computational systems.
Mapping the structure of what we know and how we know it. Formal representations of epistemic relationships.
The mathematics of uncertainty. Quantifying information content, compression limits, and channel capacity in natural and artificial systems.