MathHub Content Areas

Intended Content

We do not restrict submissions to MathHub.info to a particular canon of content areas, but only classify the FlexiForms by areas for administration and dissemination. Access to the MathHub content will be possible by many other mechanisms?.

MathHub content areas will largely be determined by submissions. The initial list presented below should just serve as a template:

• Logics, these serve as the meta-theoretic foundation for the formal systems underlying the FlexiForms.
• Mathematical Foundations, made semi-formal are used to specify and reason about the mathematical domain vocabulary of many Flexiforms.
• Programming
• The Real World, this is the current catch-all for everything we cannot fit into the first three categories.

Actual Content on MathHub.info

The content is organized in libaries, which are overseen and approved by the MathHub library commitee. The set of libraries in MathHub can be found here.