Okay kiddo, let me explain c-minimal theory to you in a simple way.
C-minimal theory is like playing with toy blocks. When we play with toy blocks, we can build towers and houses by arranging the blocks in certain ways. Similarly, in c-minimal theory, we use mathematical blocks called sets to study different mathematical structures.
But, what makes c-minimal theory special is that it only focuses on certain types of sets that are simpler in nature. Just like we choose to play with certain types of toy blocks that are easier to work with, c-minimal theory focuses on simpler sets.
One important thing to know about c-minimal theory is that it is a type of mathematical theory that studies how sets are related to each other. It tries to understand the similarities and differences between different sets and how they behave in certain situations.
So, just like we can build different structures by arranging toy blocks in different ways, mathematicians use c-minimal theory to understand how sets can be combined and manipulated to create different mathematical structures.
And that, my little friend, is an overview of c-minimal theory in simple terms.