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@@ -12,4 +12,16 @@ With a couple of set theory axioms. One might
describe it as an extrapolation framework
without grounding (i.e. a set of implications;
if p then q, but never specifying if p is a property
-of a real system or not).
+of a real system or not). Therefore, mathematics
+is suitable for modeling other things if we believe
+those other things have some rules and are logically
+consistent.
+
+There are many subfields in math, ranging from group theory
+to complex analysis. However, much of the time we are able to find
+morphisms between these different fields in mathematics, which we
+model using category theory.
+
+** Mathematical Models
+*** [[id:ece8bf94-4e3c-4939-a77a-9949c1ec0dc6][Physics]]
+This is a stub.