>A mathematics-first approach encourages oversimplified assumptions.
Wrong. It makes the oversimplified assumptions more clearly identifiable, instead of concealing them in prose which is not measurable. This is why they are superior, because we can clearly identify why they are wrong, and by how much. This is how science and the positivist framework improve our knowledge.
In fields like economics it's easier to make a grandiose and "falsifiable" piece of math that is absolutely correct but doesn't actually reflect anything real.
Or more often reflects a tiny part of a first order effect.
Yet people get blinded because the math is right.
If you know of a way to improve upon the existing methodologies, then show it to us, and be precise. Then you will have an argument that deserves to be engaged with. Ambiguous claims that the math "doesn't actually reflect anything real" sound intelligent, but really aren't saying much at all.
Reading through this book you’ll understand that higher taxes often mean less tax revenue, and vice versa.
Many people get stuck on zero sum game.
This isn’t a mathematicians book.
This is a book so people don’t think stare bonds are free money, etc.
The book is a pithy, digestible introduction to a bunch of basic topics in economics. It is also lacking a lot of the detail and mathematical explanation of introductory university courses.
For example, I understood the basic concept of comparative advantage after listening to the book, but when I later revisited the topic using a textbook, the graphs and worked examples gave me a clearer picture and it was better related to adjacent concepts like marginal cost, the production-possibility frontier, etc.
I don't have the impression that academic economics as presented to undergraduates diverges greatly from the book, although it has been years since I heard it and my recollection is fuzzy.