Sometimes people mix up simple with familiar, easy, or shallow. They expect that they won’t have to learn anything or that understanding should come without effort. Unfortunately this is not the case.
I often use the word sufficient in place of simple when trying to convert this to an audience that isn’t familiar with the subject matter. It’s as simple as one can make it without waving our hands about the essential complexity of the problem itself.
The proof of Cantor’s theorem is conceptually simple but there are plenty of people who cannot appreciate it because they understand little enough maths. And yet the theorem serves as a basis for more interesting theorems and practical applications.
I also try to avoid the use of the term, over-engineering. I find it is often thrown around too easily and used derogatorily.
Sometimes people mix up simple with familiar, easy, or shallow. They expect that they won’t have to learn anything or that understanding should come without effort. Unfortunately this is not the case.
I often use the word sufficient in place of simple when trying to convert this to an audience that isn’t familiar with the subject matter. It’s as simple as one can make it without waving our hands about the essential complexity of the problem itself.
The proof of Cantor’s theorem is conceptually simple but there are plenty of people who cannot appreciate it because they understand little enough maths. And yet the theorem serves as a basis for more interesting theorems and practical applications.
I also try to avoid the use of the term, over-engineering. I find it is often thrown around too easily and used derogatorily.