Follow-up Brandom post: many concepts aren't amenable to logical encoding, so they're systematically ignored and dismissed in STEM. But we can build formal systems that incorporate these norms while still being able to use our familiar mathematical logic https://t.co/2Izo72KiGT
Recently geared a talk towards computational scientists / SW engineers to show how category theory can be a practical tool for structuring our models / code, making them more transparent + extensible to future changes we'll want to make. Lots of examples! https://t.co/m4lkxe6zqv
New blog post about recent work in applied category theory. With a high degree of generality, we consider data that can have many types of symmetries and answer the questions: when are two objects basically the same? How do you compute a canonical form? https://t.co/htVMQ0NPYh