RecordClass.elm

-- interface is a more familiar name for the intention of the construct
type alias Append a rest = { rest | append : a -> a -> a}


-- implement is a more familiar name
stringAppend rest = {rest | append = \x y -> x ++ y}

-- this is Monoid
type alias AppendWithId a rest = Append a {rest | id : a}
--                ^ 1 potential superclass


appendWithIdString rest = {rest | id = ""}

type alias Eq a rest =
    {rest | eq : a -> a -> Bool}

neq : Eq a rest -> a -> a -> Bool
neq inst x y = not <| inst.eq x y


concat : AppendWithId a rest -> List a -> a
concat inst list =
    case list of
        (x::xs) ->
            inst.append x (concat inst xs)

        [] ->
            inst.id


foo : Append a rest -> Eq a rest -> a -> a -> a
foo ainst einst x y =
    if neq einst x y then
        ainst.append x y
    else
        x

Basically, any lobbying should be rooted in use cases. What, specifically, is not having HKP stopping you from producing in Elm? Or, what negative artifacts / antipatterns are showing up in your code because of it?

Evan definitely won't integrate it just because people think it's a cool feature.

HKP and Typeclasses are completely orthogonal

I never said they weren't. Indeed, with HKP we could make these not-typeclasses records work.

What, specifically, is not having HKP stopping you from producing in Elm?

Something along these lines:

type alias Chainable m rest = 
  { rest |
    constant : a -> m a,
    map : (a -> b) -> m a -> m b,
    andMap : m (a -> b) -> m a -> m b,
    andThen : (a -> m b) -> m a -> m b
  }

sequence : Chainable m rest -> m b -> m a -> m b
sequence {andThen} after before =
  andThen (\_ -> after) before

map2 : Chainable m rest -> (a -> b -> c) -> m a -> m b -> m c
map2 {map, andMap} f a b =
  map f a `andMap` b

As a reminder, the real benefit of type classes is not generic code. We have most of that already thanks to consistent naming across libraries. The benefit is being able to take a small API and build many more useful things on top of it. For example, anything that can be compared can support min and max, and a list of comparable things is sortable.

Is the ability to generalize functions over Monads not a sufficient use case?

Monads for monads' sake don't count for anything. See Joey's comment: what can't you build? How is your code adversely affected? Granted, my example isn't really concrete either.

I guess I feel differently, in that monads for monads sake is useful. One of the appeals of working in a functional languages is the many problems are solved for you by useful functions, and reduce cognitive overhead by using simple polymorphic abstractions. sequence is a great example, if we had sequence I would not have to write it myself so frequently and for different types. I can do it because I understand this one very well, but I'd not claim that for all the functions I regularly use, nor would I want to demand that level of understanding from others, simply to take advantage of useful abstractions like sequence or andMap.

I guess I feel differently, in that monads for monads sake is useful.

This is a complaint as old as Elm itself. I would recommend reading this post from Evan on this subject, and maybe some surrounding context in that thread.