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From: Wolfgang Lux <lux_at_helios.uni-muenster.de>

Date: Tue, 01 Dec 1998 17:25:53 +0000

Hello Michael,

*> Your remark reminds me that I wanted to suggest a further
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*> restriction for local pattern definitions in Curry which solves
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*> these problems:
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*>
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*> All variables occurring in lhs patterns in some let/where
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*> should occur at most once in a lhs of a local pattern declaration.
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*>
*

*> This restriction would forbid programs like
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*>
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*> f x = coin where coin = 1
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*> coin = 2
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*>
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*> and also your functions f1,f2,f3.
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*>
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*> Do you agree or is this too restrictive?
*

I would not object to this restriction. I think the examples can all be rewritten by lifting the overlapping declarations to the toplevel. Eventually a "trivial" declaration of the form

where x = y

has to be added to preserve the sharing of the local declaration. Extending your example to the case where the sharing of coin is used:

f x = g coin coin where coin = 1; coin = 2

this would have to be rewritten as

coin = 1

coin = 2

f x = y + y where y = coin

(where only the uninitiated would try to "simplify" this to f x = g coin coin.)

However, I'm a bit more worried about another point, viz. the syntactic sugar of interpreting f = g as f x = g x in case f and g are of functional type. This makes the sharing of a functional result from a non-deterministic function impossible, except if I can convince the type system into using a more general type (i.e. \forall a.a) to the local variable. With your proposed restriction, we still have for

g = incr

g = decr

f4 x = h (h x) where h = g

that f4 3 has the solutions 1, 3, and 5 in constrast to the example above which has only 2 solutions for f 3. If I really want to exclude the solution 3 (i.e. make a consistent choice for g in the program), I have to resort to something like

f5 h g x = h g g x

and

f5 (.) g 3

Regards

Wolfgang

Received on Di Dez 01 1998 - 17:35:00 CET

Date: Tue, 01 Dec 1998 17:25:53 +0000

Hello Michael,

I would not object to this restriction. I think the examples can all be rewritten by lifting the overlapping declarations to the toplevel. Eventually a "trivial" declaration of the form

where x = y

has to be added to preserve the sharing of the local declaration. Extending your example to the case where the sharing of coin is used:

f x = g coin coin where coin = 1; coin = 2

this would have to be rewritten as

coin = 1

coin = 2

f x = y + y where y = coin

(where only the uninitiated would try to "simplify" this to f x = g coin coin.)

However, I'm a bit more worried about another point, viz. the syntactic sugar of interpreting f = g as f x = g x in case f and g are of functional type. This makes the sharing of a functional result from a non-deterministic function impossible, except if I can convince the type system into using a more general type (i.e. \forall a.a) to the local variable. With your proposed restriction, we still have for

g = incr

g = decr

f4 x = h (h x) where h = g

that f4 3 has the solutions 1, 3, and 5 in constrast to the example above which has only 2 solutions for f 3. If I really want to exclude the solution 3 (i.e. make a consistent choice for g in the program), I have to resort to something like

f5 h g x = h g g x

and

f5 (.) g 3

Regards

Wolfgang

Received on Di Dez 01 1998 - 17:35:00 CET

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