Commit c59cc27c by Pierre Letouzey

### typo

parent 4cd7df44
 ... @@ -15,7 +15,7 @@ or through https://www.irif.fr/users/letouzey/edu/proglmfi ... @@ -15,7 +15,7 @@ or through https://www.irif.fr/users/letouzey/edu/proglmfi ## Day 1 : Kickstart ## Day 1 : Kickstart For today, a simplistic OCaml programming environment will be good enough : http://try.ocamlpro.com . No local installation required, directly try there an OCaml phrase such as `let x = 1+2`. Also experiment with the "Editor" tab and its bottom buttons. For today, a simplistic OCaml programming environment will be good enough : http://try.ocamlpro.com . No local installation required, directly try there an OCaml phrase suchandroid-studio-2020.3.1.24 as `let x = 1+2`. Also experiment with the "Editor" tab and its bottom buttons. Of course, there are other OCaml environments that you could try later : Of course, there are other OCaml environments that you could try later : ... @@ -324,7 +324,7 @@ The head of a list (its leftmost element) can be accessed in constant time, just ... @@ -324,7 +324,7 @@ The head of a list (its leftmost element) can be accessed in constant time, just - Recode the concatenation of two lists that reverses the first one on the fly (cf `List.rev_append`). For instance `rev_append [1;2] [3;4] = [2;1;3;4]`. - Recode the concatenation of two lists that reverses the first one on the fly (cf `List.rev_append`). For instance `rev_append [1;2] [3;4] = [2;1;3;4]`. - Recode a reverse function on lists (a.k.a. mirror), cf. `List.rev`. If your solution as a quadratic complexity, try to find a linear solution. - Recode a reverse function on lists (a.k.a. mirror), cf. `List.rev`. If your solution has a quadratic complexity, try to find a linear solution. - Recode the filter function `List.filter`. From a boolean test function `f` and a list `l`, `List.filter f l` keeps only the elements `x` of `l` such that `f x`. - Recode the filter function `List.filter`. From a boolean test function `f` and a list `l`, `List.filter f l` keeps only the elements `x` of `l` such that `f x`. ... ...
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