Earlier quoted context omitted.
Makes no sense to me to redefine existing integer types. Why not introduce a primitive type "num" for arbitrary precision rational numbers instead? As a long-time Racket and Scheme user, I'd say that arbitrary precision numbers as default bring more disadvantages than advantages. As an option with syntax support Yes, but not as a default. it just makes it harder to port all kinds of code that relies on modulo arithme…
> Why not introduce a primitive type "num" for arbitrary precision rational numbers instead? Rationals aren't supported natively by processors, so there's no real need to handle this as a primitive instead of letting people to use a library for it. Adding them to the base language just because some people would find it convenient would clash with Go's explicit minimalist philosophy.
I'd say that would fit in quite well with the brand of minimalism that Go is representing, keep the language simple and provide builtins where more convenience is needed. The opposite kind of "minimalism" would be providing tools to allow libraries to define what other languages can only support as special builtins. C++ and Scala went down that road, they minimize builtins by empowering libraries to replace them. That's also a form of minimalism, but not the one chosen by Go.
Tangent: now I wonder wether Scala has inerited special handling for the (not special, but specially handled) string type it inherited from Java or if just reimplements those syntax extras in the standard library using implicits.