Mercurial > urweb
changeset 845:6725d73c3c31
Mark current as effectful; add List functions
author | Adam Chlipala <adamc@hcoop.net> |
---|---|
date | Tue, 09 Jun 2009 11:12:34 -0400 |
parents | 74a1e3bdf430 |
children | 0d30e6338c65 |
files | lib/ur/list.ur lib/ur/list.urs src/settings.sml |
diffstat | 3 files changed, 39 insertions(+), 16 deletions(-) [+] |
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--- a/lib/ur/list.ur Sun Jun 07 16:45:00 2009 -0400 +++ b/lib/ur/list.ur Tue Jun 09 11:12:34 2009 -0400 @@ -10,6 +10,16 @@ mkShow show' end +fun foldl [a] [b] f = + let + fun foldl' acc ls = + case ls of + [] => acc + | x :: ls => foldl' (f x acc) ls + in + foldl' + end + val rev = fn [a] => let fun rev' acc (ls : list a) = @@ -123,20 +133,6 @@ fold [] end -fun assoc [a] [b] (_ : eq a) (x : a) = - let - fun assoc' ls = - case ls of - [] => None - | (y, z) :: ls => - if x = y then - Some z - else - assoc' ls - in - assoc' - end - fun search [a] [b] f = let fun search' ls = @@ -183,3 +179,22 @@ in app' end + +fun assoc [a] [b] (_ : eq a) (x : a) = + let + fun assoc' (ls : list (a * b)) = + case ls of + [] => None + | (y, z) :: ls => + if x = y then + Some z + else + assoc' ls + in + assoc' + end + +fun assocAdd [a] [b] (_ : eq a) (x : a) (y : b) (ls : t (a * b)) = + case assoc x ls of + None => (x, y) :: ls + | Some _ => ls
--- a/lib/ur/list.urs Sun Jun 07 16:45:00 2009 -0400 +++ b/lib/ur/list.urs Tue Jun 09 11:12:34 2009 -0400 @@ -2,6 +2,8 @@ val show : a ::: Type -> show a -> show (list a) +val foldl : a ::: Type -> b ::: Type -> (a -> b -> b) -> b -> t a -> b + val rev : a ::: Type -> t a -> t a val revAppend : a ::: Type -> t a -> t a -> t a @@ -30,11 +32,16 @@ val foldlMap : a ::: Type -> b ::: Type -> c ::: Type -> (a -> b -> c * b) -> b -> t a -> t c * b -val assoc : a ::: Type -> b ::: Type -> eq a -> a -> t (a * b) -> option b - val search : a ::: Type -> b ::: Type -> (a -> option b) -> t a -> option b val all : a ::: Type -> (a -> bool) -> t a -> bool val app : m ::: (Type -> Type) -> monad m -> a ::: Type -> (a -> m unit) -> t a -> m unit + + +(** Association lists *) + +val assoc : a ::: Type -> b ::: Type -> eq a -> a -> t (a * b) -> option b + +val assocAdd : a ::: Type -> b ::: Type -> eq a -> a -> b -> t (a * b) -> t (a * b)