My intended use of the term 'subclass' is as the Haskell report:

"class Num of numeric types is a subclass of Eq, since all numbers may be compared for equality"

Of course what I have written may not be consistent with the report.

Regards,

Pat

On 31 October 2016 at 09:26, Imants Cekusins <imantc@gmail.com> wrote:

HelloPat,

I am not sure if terms superclass and subclass are applicable to Haskell classes.

Haskell class is very different from Java class. It is more like an interface.

;)

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