Updated CHANGELOG

* Added documentation

* Update readme

* Update readme

* Format fix

* Events

* Stdlib mention

* Frac doc

* Frac doc comparison warning

* Typos

* Format fix, TOC added

* Fixed link

* Update editor message

* Split TOC

* Moved out AEVM ABI

* Minor format

Co-Authored-By: Hans Svensson <hanssv@gmail.com>

* Typo

Co-Authored-By: Hans Svensson <hanssv@gmail.com>

* Grammar

Co-Authored-By: Hans Svensson <hanssv@gmail.com>

* Language

Co-authored-by: Hans Svensson <hanssv@gmail.com>

CHANGELOG.md

@@ -6,7 +6,12 @@ and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0
 
 ## [Unreleased]
 ### Added
+- Added documentation (actually, moved from `protocol`)
+- Added standard library docs. Moved builtin docs from `sophia.md` to
+  `sophia_stdlib.md`
+- Added library for rational numbers
 ### Changed
+- Optimized `List.aes` library
 ### Removed
 
 ## [4.2.0] - 2020-01-15

README.md

@@ -2,13 +2,19 @@
 
 This is the __sophia__ compiler for the æternity system which compiles contracts written in __sophia__ code to the æternity VM code.
 
-For more information about æternity smart contracts and the sophia language see [Smart Contracts](https://github.com/aeternity/protocol/blob/master/contracts/contracts.md) and the [Sophia Language](https://github.com/aeternity/protocol/blob/master/contracts/sophia.md).
-
 It is an OTP application written in Erlang and is by default included in
 [the æternity node](https://github.com/aeternity/epoch). However, it can
 also be included in other systems to compile contracts coded in sophia which
 can then be loaded into the æternity system.
 
+
+## Documentation
+
+* [Smart Contracts on aeternity Blockchain](https://github.com/aeternity/protocol/blob/master/contracts/contracts.md).
+* [Sophia Documentation](docs/sophia.md).
+* [Sophia Standard Library](docs/sophia_stdlib.md).
+
+
 ## Versioning
 
 `aesophia` has a version that is only loosely connected to the version of the
@@ -17,6 +23,7 @@ minor/patch version. The `aesophia` compiler version MUST be bumped whenever
 there is a change in how byte code is generated, but it MAY also be bumped upon
 API changes etc.
 
+
 ## Interface Modules
 
 The basic modules for interfacing the compiler:

priv/stdlib/Frac.aes

@@ -0,0 +1,176 @@
+namespace Frac =
+
+  private function gcd(a : int, b : int) =
+    if (b == 0) a else gcd(b, a mod b)
+
+  private function abs_int(a : int) = if (a < 0) -a else a
+
+  datatype frac = Pos(int, int) | Zero | Neg(int, int)
+
+/** Checks if the internal representation is correct.
+  * Numerator and denominator must be positive.
+  * Exposed for debug purposes
+  */
+  function is_sane(f : frac) : bool = switch(f)
+    Pos(n, d) => n > 0 && d > 0
+    Zero => true
+    Neg(n, d) => n > 0 && d > 0
+
+  function num(f : frac) : int = switch(f)
+    Pos(n, _) => n
+    Neg(n, _) => -n
+    Zero      => 0
+
+  function den(f : frac) : int = switch(f)
+    Pos(_, d) => d
+    Neg(_, d) => d
+    Zero      => 1
+
+  function to_pair(f : frac) : int * int = switch(f)
+    Pos(n, d) => (n, d)
+    Neg(n, d) => (-n, d)
+    Zero      => (0, 1)
+
+  function sign(f : frac) : int = switch(f)
+    Pos(_, _) => 1
+    Neg(_, _) => -1
+    Zero      => 0
+
+  function to_str(f : frac) : string = switch(f)
+    Pos(n, d) => String.concat(Int.to_str(n), if (d == 1) "" else String.concat("/", Int.to_str(d)))
+    Neg(n, d) => String.concat("-", to_str(Pos(n, d)))
+    Zero      => "0"
+
+/** Reduce fraction to normal form
+ */
+  function simplify(f : frac) : frac =
+    switch(f)
+      Neg(n, d) =>
+        let cd = gcd(n, d)
+        Neg(n / cd, d / cd)
+      Zero  => Zero
+      Pos(n, d)  =>
+        let cd = gcd(n, d)
+        Pos(n / cd, d / cd)
+
+/** Integer to rational division
+ */
+  function make_frac(n : int, d : int) : frac =
+    if (d == 0) abort("Division by zero")
+    elif (n == 0) Zero
+    elif ((n < 0) == (d < 0)) simplify(Pos(abs_int(n), abs_int(d)))
+    else simplify(Neg(abs_int(n), abs_int(d)))
+
+  function eq(a : frac, b : frac) : bool =
+    let (na, da) = to_pair(a)
+    let (nb, db) = to_pair(b)
+    (na == nb && da == db) || na * db == nb * da // they are more likely to be normalized
+
+  function neq(a : frac, b : frac) : bool =
+    let (na, da) = to_pair(a)
+    let (nb, db) = to_pair(b)
+    (na != nb || da != db) && na * db != nb * da
+
+  function geq(a : frac, b : frac) : bool = num(a) * den(b) >= num(b) * den(a)
+
+  function leq(a : frac, b : frac) : bool = num(a) * den(b) =< num(b) * den(a)
+
+  function gt(a : frac, b : frac) : bool = num(a) * den(b) > num(b) * den(a)
+
+  function lt(a : frac, b : frac) : bool = num(a) * den(b) < num(b) * den(a)
+
+  function min(a : frac, b : frac) : frac = if (leq(a, b)) a else b 
+
+  function max(a : frac, b : frac) : frac = if (geq(a, b)) a else b 
+
+  function abs(f : frac) : frac = switch(f)
+    Pos(n, d) => Pos(n, d)
+    Zero      => Zero
+    Neg(n, d) => Pos(n, d)
+
+  function from_int(n : int) : frac =
+    if   (n > 0) Pos(n, 1)
+    elif (n < 0) Neg(-n, 1)
+    else Zero
+
+  function floor(f : frac) : int = switch(f)
+    Pos(n, d) => n / d
+    Zero      => 0
+    Neg(n, d) => -(n + d - 1) / d
+
+  function ceil(f : frac) : int = switch(f)
+    Pos(n, d) => (n + d - 1) / d
+    Zero      => 0
+    Neg(n, d) => -n / d
+  
+  function round_to_zero(f : frac) : int = switch(f)
+    Pos(n, d) => n / d
+    Zero      => 0
+    Neg(n, d) => -n / d
+
+  function round_from_zero(f : frac) : int = switch(f)
+    Pos(n, d) => (n + d - 1) / d
+    Zero      => 0
+    Neg(n, d) => -(n + d - 1) / d
+
+/** Round towards nearest integer. If two integers are in the same
+ * distance, choose the even one.
+ */
+  function round(f : frac) : int =
+    let fl = floor(f)
+    let cl = ceil(f)
+    let dif_fl = abs(sub(f, from_int(fl)))
+    let dif_cl = abs(sub(f, from_int(cl)))
+    if   (gt(dif_fl, dif_cl)) cl
+    elif (gt(dif_cl, dif_fl)) fl
+    elif (fl mod 2 == 0) fl
+    else cl
+
+  function add(a : frac, b : frac) : frac =
+    let (na, da) = to_pair(a)
+    let (nb, db) = to_pair(b)
+    if   (da == db) make_frac(na + nb, da)
+    else make_frac(na * db + nb * da, da * db)
+
+  function neg(a : frac) : frac = switch(a)
+    Neg(n, d) => Pos(n, d)
+    Zero      => Zero
+    Pos(n, d) => Neg(n, d)
+
+  function sub(a : frac, b : frac) : frac = add(a, neg(b))
+
+  function inv(a : frac) : frac = switch(a)
+    Neg(n, d) => Neg(d, n)
+    Zero      => abort("Inversion of zero")
+    Pos(n, d) => Pos(d, n)
+
+  function mul(a : frac, b : frac) : frac = make_frac(num(a) * num(b), den(a) * den(b))
+
+  function div(a : frac, b : frac) : frac = mul(a, inv(b))
+
+/** `b` to the power of `e`
+ */
+  function int_exp(b : frac, e : int) : frac =
+    if (sign(b) == 0 && e == 0) abort("Zero to the zero exponentation")
+    elif (e < 0) inv(int_exp_(b, -e))
+    else int_exp_(b, e)
+  private function int_exp_(b : frac, e : int) =
+      if (e == 0) from_int(1)
+      elif (e == 1) b
+      else
+        let half = int_exp_(b, e / 2)
+        if (e mod 2 == 1) mul(mul(half, half), b)
+        else mul(half, half)
+
+/** Reduces the fraction's in-memory size by dividing its components by two until the
+ * the error is bigger than `loss` value
+ */
+  function optimize(f : frac, loss : frac) : frac =
+    require(geq(loss, Zero), "negative loss optimize")
+    let s = sign(f)
+    mul(from_int(s), run_optimize(abs(f), loss))
+  private function run_optimize(f : frac, loss : frac) : frac =
+    let t = make_frac((num(f) + 1) / 2, (den(f) + 1)/2)
+    if(gt(abs(sub(t, f)), loss)) f
+    elif (eq(t, f)) f
+    else run_optimize(t, loss)

priv/stdlib/Func.aes

@@ -12,35 +12,66 @@ namespace Func =
 
   function rapply(x : 'a, f : 'a => 'b) : 'b = f(x)
 
-  /* The Z combinator - replacement for local and anonymous recursion.
-   */
+/** The Z combinator - replacement for local and anonymous recursion.
+  */
   function recur(f : ('arg => 'res, 'arg) => 'res) : 'arg => 'res =
     (x) => f(recur(f), x)
 
+/** n-times composition with itself
+ */
   function iter(n : int, f : 'a => 'a) : 'a => 'a = iter_(n, f, (x) => x)
   private function iter_(n : int, f : 'a => 'a, acc : 'a => 'a) : 'a => 'a =
     if(n == 0) acc
     elif(n == 1) comp(f, acc)
     else iter_(n / 2, comp(f, f), if(n mod 2 == 0) acc else comp(f, acc))
 
-  function curry2(f : ('a, 'b) => 'c) : 'a => ('b => 'c) =
+/** Turns an ugly, bad and disgusting arity-n function into
+ * a beautiful and sweet function taking the first argument
+ * and returning a function watiting for the remaining ones
+ * in the same manner
+ */
+  function curry2(f : ('a, 'b) => 'x) : 'a => ('b => 'x) =
     (x) => (y) => f(x, y)
-  function curry3(f : ('a, 'b, 'c) => 'd) : 'a => ('b => ('c => 'd)) =
+  function curry3(f : ('a, 'b, 'c) => 'x) : 'a => ('b => ('c => 'x)) =
     (x) => (y) => (z) => f(x, y, z)
+  function curry4(f : ('a, 'b, 'c, 'd) => 'x) : 'a => ('b => ('c => ('d => 'x))) =
+    (x) => (y) => (z) => (w) => f(x, y, z, w)
+  function curry5(f : ('a, 'b, 'c, 'd, 'e) => 'x) : 'a => ('b => ('c => ('d => ('e => 'x)))) =
+    (x) => (y) => (z) => (w) => (q) => f(x, y, z, w, q)
 
-  function uncurry2(f : 'a => ('b => 'c)) : ('a, 'b) => 'c =
+/** Opposite of curry. Gross
+ */
+  function uncurry2(f : 'a => ('b => 'x)) : ('a, 'b) => 'x =
     (x, y) => f(x)(y)
-  function uncurry3(f : 'a => ('b => ('c => 'd))) : ('a, 'b, 'c) => 'd =
+  function uncurry3(f : 'a => ('b => ('c => 'x))) : ('a, 'b, 'c) => 'x =
     (x, y, z) => f(x)(y)(z)
+  function uncurry4(f : 'a => ('b => ('c => ('d => 'x)))) : ('a, 'b, 'c, 'd) => 'x =
+    (x, y, z, w) => f(x)(y)(z)(w)
+  function uncurry5(f : 'a => ('b => ('c => ('d => ('e => 'x))))) : ('a, 'b, 'c, 'd, 'e) => 'x =
+    (x, y, z, w, q) => f(x)(y)(z)(w)(q)
 
-  function tuplify2(f : ('a, 'b) => 'c) : (('a * 'b)) => 'c =
+/** Turns an arity-n function into a function taking n-tuple
+ */
+  function tuplify2(f : ('a, 'b) => 'x) : (('a * 'b)) => 'x =
     (t) => switch(t)
       (x, y) => f(x, y)
-  function tuplify3(f : ('a, 'b, 'c) => 'd) : 'a * 'b * 'c => 'd =
+  function tuplify3(f : ('a, 'b, 'c) => 'x) : 'a * 'b * 'c => 'x =
     (t) => switch(t)
       (x, y, z) => f(x, y, z)
+  function tuplify4(f : ('a, 'b, 'c, 'd) => 'x) : 'a * 'b * 'c * 'd => 'x =
+    (t) => switch(t)
+      (x, y, z, w) => f(x, y, z, w)
+  function tuplify5(f : ('a, 'b, 'c, 'd, 'e) => 'x) : 'a * 'b * 'c * 'd * 'e => 'x =
+    (t) => switch(t)
+      (x, y, z, w, q) => f(x, y, z, w, q)
 
-  function untuplify2(f : 'a * 'b => 'c) : ('a, 'b) => 'c =
+/** Opposite of tuplify
+ */
+  function untuplify2(f : 'a * 'b => 'x) : ('a, 'b) => 'x =
     (x, y) => f((x, y))
-  function untuplify3(f : 'a * 'b * 'c => 'd) : ('a, 'b, 'c) => 'd =
+  function untuplify3(f : 'a * 'b * 'c => 'x) : ('a, 'b, 'c) => 'x =
     (x, y, z) => f((x, y, z))
+  function untuplify4(f : 'a * 'b * 'c * 'd => 'x) : ('a, 'b, 'c, 'd) => 'x =
+    (x, y, z, w) => f((x, y, z, w))
+  function untuplify5(f : 'a * 'b * 'c * 'd * 'e => 'x) : ('a, 'b, 'c, 'd, 'e) => 'x =
+    (x, y, z, w, q) => f((x, y, z, w, q))

priv/stdlib/List.aes

@@ -19,10 +19,15 @@ namespace List =
     [x] => Some(x)
     _::t => last(t)
 
+/** Finds first element of `l` fulfilling predicate `p` as `Some` or `None`
+ * if no such element exists.
+ */
   function find(p : 'a => bool, l : list('a)) : option('a) = switch(l)
     []   => None
     h::t => if(p(h)) Some(h) else find(p, t)
 
+/** Returns list of all indices of elements from `l` that fulfill the predicate `p`.
+ */
   function find_indices(p : 'a => bool, l : list('a)) : list(int) = find_indices_(p, l, 0, [])
   private function find_indices_( p : 'a => bool
                                 , l : list('a)
@@ -50,14 +55,22 @@ namespace List =
     _::t => length_(t, acc + 1)
 
 
+/** Creates an ascending sequence of all integer numbers
+ * between `a` and `b` (including `a` and `b`)
+ */
   function from_to(a : int, b : int) : list(int) = [a..b]
 
+/** Creates an ascending sequence of integer numbers betweeen
+ * `a` and `b` jumping by given `step`. Includes `a` and takes
+ * `b` only if `(b - a) mod step == 0`. `step` should be bigger than 0.
+ */
   function from_to_step(a : int, b : int, s : int) : list(int) = from_to_step_(a, b, s, [])
   private function from_to_step_(a, b, s, acc) =
     if (a > b) reverse(acc) else from_to_step_(a + s, b, s, a :: acc)
 
 
-  /* Unsafe. Replaces `n`th element of `l` with `e`. Crashes on over/underflow */
+/** Unsafe. Replaces `n`th element of `l` with `e`. Crashes on over/underflow
+ */
   function replace_at(n : int, e : 'a, l : list('a)) : list('a) =
     if(n<0) abort("insert_at underflow") else replace_at_(n, e, l, [])
   private function replace_at_(n : int, e : 'a, l : list('a), acc : list('a)) : list('a) =
@@ -66,7 +79,8 @@ namespace List =
      h::t => if (n == 0) reverse(e::acc) ++ t
              else replace_at_(n-1, e, t, h::acc)
 
-  /* Unsafe. Adds `e` to `l` to be its `n`th element. Crashes on over/underflow */
+/** Unsafe. Adds `e` to `l` to be its `n`th element. Crashes on over/underflow
+ */
   function insert_at(n : int, e : 'a, l : list('a)) : list('a) =
     if(n<0) abort("insert_at underflow") else insert_at_(n, e, l, [])
   private function insert_at_(n : int, e : 'a, l : list('a), acc : list('a)) : list('a) =
@@ -75,6 +89,9 @@ namespace List =
      []   => abort("insert_at overflow")
      h::t => insert_at_(n-1, e, t, h::acc)
 
+/** Assuming that cmp represents `<` comparison, inserts `x` before
+ * the first element in the list `l` which is greater than it
+ */
   function insert_by(cmp : (('a, 'a) => bool), x : 'a, l : list('a)) : list('a) =
     insert_by_(cmp, x, l, [])
   private function insert_by_(cmp : (('a, 'a) => bool), x : 'a, l : list('a), acc : list('a)) : list('a) =
@@ -109,6 +126,8 @@ namespace List =
     []   => reverse(acc)
     h::t => map_(f, t, f(h)::acc)
 
+/** Effectively composition of `map` and `flatten`
+ */
   function flat_map(f : 'a => list('b), l : list('a)) : list('b) =
     ListInternal.flat_map(f, l)
 
@@ -117,7 +136,8 @@ namespace List =
     []   => reverse(acc)
     h::t => filter_(p, t, if(p(h)) h::acc else acc)
 
-  /* Take `n` first elements */
+/** Take `n` first elements
+ */
   function take(n : int, l : list('a)) : list('a) =
     if(n < 0) abort("Take negative number of elements") else take_(n, l, [])
   private function take_(n : int, l : list('a), acc : list('a)) : list('a) =
@@ -126,7 +146,8 @@ namespace List =
       []   => reverse(acc)
       h::t => take_(n-1, t, h::acc)
 
-  /* Drop `n` first elements */
+/** Drop `n` first elements
+ */
   function drop(n : int, l : list('a)) : list('a) =
    if(n < 0) abort("Drop negative number of elements")
    elif (n == 0) l
@@ -134,18 +155,23 @@ namespace List =
       []   => []
       h::t => drop(n-1, t)
 
-  /* Get the longest prefix of a list in which every element matches predicate `p` */
+/** Get the longest prefix of a list in which every element
+ * matches predicate `p`
+ */
   function take_while(p : 'a => bool, l : list('a)) : list('a) = take_while_(p, l, [])
   private function take_while_(p : 'a => bool, l : list('a), acc : list('a)) : list('a) = switch(l)
     []   => reverse(acc)
     h::t => if(p(h)) take_while_(p, t, h::acc) else reverse(acc)
 
-  /* Drop elements from `l` until `p` holds */
+/** Drop elements from `l` until `p` holds
+ */
   function drop_while(p : 'a => bool, l : list('a)) : list('a) = switch(l)
     []   => []
     h::t => if(p(h)) drop_while(p, t) else l
 
-  /* Splits list into two lists of elements that respectively match and don't match predicate `p` */
+/** Splits list into two lists of elements that respectively
+ * match and don't match predicate `p`
+ */
   function partition(p : 'a => bool, l : list('a)) : (list('a) * list('a)) = partition_(p, l, [], [])
   private function partition_( p : 'a => bool
                              , l : list('a)
@@ -155,7 +181,8 @@ namespace List =
     []   => (reverse(acc_t), reverse(acc_f))
     h::t => if(p(h)) partition_(p, t, h::acc_t, acc_f) else partition_(p, t, acc_t, h::acc_f)
 
-
+/** Flattens list of lists into a single list
+ */
   function flatten(ll : list(list('a))) : list('a) = foldr((l1, l2) => l1 ++ l2, [], ll)
 
   function all(p : 'a => bool, l : list('a)) : bool = switch(l)
@@ -171,7 +198,9 @@ namespace List =
   function product(l : list(int)) : int = foldl((a, b) => a * b, 1, l)
 
 
-  /* Zips two list by applying bimapping function on respective elements. Drops longer tail. */
+/** Zips two list by applying bimapping function on respective elements.
+ * Drops longer tail.
+ */
   function zip_with(f : ('a, 'b) => 'c, l1 : list('a), l2 : list('b)) : list('c) = zip_with_(f, l1, l2, [])
   private function zip_with_( f : ('a, 'b) => 'c
                             , l1 : list('a)
@@ -181,7 +210,8 @@ namespace List =
     (h1::t1, h2::t2) => zip_with_(f, t1, t2, f(h1, h2)::acc)
     _ => reverse(acc)
 
-  /* Zips two lists into list of pairs. Drops longer tail. */
+/** Zips two lists into list of pairs. Drops longer tail.
+ */
   function zip(l1 : list('a), l2 : list('b)) : list('a * 'b) = zip_with((a, b) => (a, b), l1, l2)
 
   function unzip(l : list('a * 'b)) : list('a) * list('b) = unzip_(l, [], [])
@@ -199,7 +229,8 @@ namespace List =
     h::t => switch (partition((x) => lesser_cmp(x, h), t))
       (lesser, bigger) => sort(lesser_cmp, lesser) ++ h::sort(lesser_cmp, bigger)
 
-
+/** Puts `delim` between every two members of the list
+ */
   function intersperse(delim : 'a, l : list('a)) : list('a) = intersperse_(delim, l, [])
   private function intersperse_(delim : 'a, l : list('a), acc : list('a)) : list('a) = switch(l)
     []   => reverse(acc)
@@ -207,6 +238,8 @@ namespace List =
     h::t => intersperse_(delim, t, delim::h::acc)
 
 
+/** Effectively a zip with an infinite sequence of natural numbers
+ */
   function enumerate(l : list('a)) : list(int * 'a) = enumerate_(l, 0, [])
   private function enumerate_(l : list('a), n : int, acc : list(int * 'a)) : list(int * 'a) = switch(l)
     []   => reverse(acc)

priv/stdlib/Option.aes

@@ -10,13 +10,18 @@ namespace Option =
     None => false
     Some(_) => true
 
-
+/** Catamorphism on `option`. Also known as inlined pattern matching.
+ */
   function match(n : 'b, s : 'a => 'b, o : option('a)) : 'b = switch(o)
     None => n
     Some(x) => s(x)
 
+/** Escape option providing default if `None`
+ */
   function default(def : 'a, o : option('a)) : 'a = match(def, (x) => x, o)
 
+/** Assume it is `Some`
+ */
   function force(o : option('a)) : 'a = default(abort("Forced None value"), o)
 
   function on_elem(o : option('a), f : 'a => unit) : unit = match((), f, o)
@@ -40,10 +45,14 @@ namespace Option =
     (Some(x1), Some(x2), Some(x3)) => Some(f(x1, x2, x3))
     _ => None
 
+/** Like `map`, but the function is in `option`
+ */
   function app_over(f : option ('a => 'b), o : option('a)) : option('b) = switch((f, o))
     (Some(ff), Some(xx)) => Some(ff(xx))
     _ => None
 
+/** Monadic bind
+ */
   function flat_map(f : 'a => option('b), o : option('a)) : option('b) = switch(o)
     None => None
     Some(x) => f(x)
@@ -53,22 +62,31 @@ namespace Option =
     None => []
     Some(x) => [x]
 
+/** Turns list of options into a list of elements that are under `Some`s.
+ * Safe.
+ */
   function filter_options(l : list(option('a))) : list('a) = filter_options_(l, [])
   private function filter_options_(l : list (option('a)), acc : list('a)) : list('a) = switch(l)
     []         => List.reverse(acc)
     None::t    => filter_options_(t, acc)
     Some(x)::t => filter_options_(t, x::acc)
 
+/** Just like `filter_options` but requires all elements to be `Some` and returns
+ * None if any of them is not
+ */
   function seq_options(l : list (option('a))) : option (list('a)) = seq_options_(l, [])
   private function seq_options_(l : list (option('a)), acc : list('a)) : option(list('a)) = switch(l)
     []         => Some(List.reverse(acc))
     None::t    => None
     Some(x)::t => seq_options_(t, x::acc)
 
-
+/** Choose `Some` out of two if possible
+ */
   function choose(o1 : option('a), o2 : option('a)) : option('a) =
     if(is_some(o1)) o1 else o2
 
+/** Choose `Some` from list of options if possible
+ */
   function choose_first(l : list(option('a))) : option('a) = switch(l)
     [] => None
     None::t    => choose_first(t)

priv/stdlib/Pair.aes

@@ -6,12 +6,18 @@ namespace Pair =
   function snd(t : ('a * 'b)) : 'b = switch(t)
     (_, y) => y
 
+/** Map over first
+ */
   function map1(f : 'a => 'c, t : ('a * 'b)) : ('c * 'b) = switch(t)
     (x, y) => (f(x), y)
 
+/** Map over second
+ */
   function map2(f : 'b => 'c, t : ('a * 'b)) : ('a * 'c) = switch(t)
     (x, y) => (x, f(y))
 
+/** Map over both
+ */
   function bimap(f : 'a => 'c, g : 'b => 'd, t : ('a * 'b)) : ('c * 'd) = switch(t)
     (x, y) => (f(x), g(y))
 

priv/stdlib/Triple.aes

@@ -10,15 +10,23 @@ namespace Triple =
     (_, _, z) => z
 
 
+/** Map over first
+ */
   function map1(f : 'a => 'm, t : ('a * 'b * 'c)) : ('m * 'b * 'c) = switch(t)
     (x, y, z) => (f(x), y, z)
 
+/** Map over second
+ */
   function map2(f : 'b => 'm, t : ('a * 'b * 'c)) : ('a * 'm * 'c) = switch(t)
     (x, y, z) => (x, f(y), z)
 
+/** Map over third
+ */
   function map3(f : 'c => 'm, t : ('a * 'b * 'c)) : ('a * 'b * 'm) = switch(t)
     (x, y, z) => (x, y, f(z))
 
+/** Map over all elements
+ */
   function trimap( f : 'a => 'x
                  , g : 'b => 'y
                  , h : 'c => 'z
@@ -29,9 +37,13 @@ namespace Triple =
   function swap(t : ('a * 'b * 'c)) : ('c * 'b * 'a) = switch(t)
     (x, y, z) => (z, y, x)
 
+/** Right rotation
+ */
   function rotr(t : ('a * 'b * 'c)) : ('c * 'a * 'b) = switch(t)
     (x, y, z) => (z, x, y)
 
+/** Left rotation
+ */
   function rotl(t : ('a * 'b * 'c)) : ('b * 'c * 'a) = switch(t)
     (x, y, z) => (y, z, x)
 

src/aeso_ast_infer_types.erl

@@ -2072,7 +2072,8 @@ unify1(_Env, {qcon, _, Name}, {qcon, _, Name}, _When) ->
     true;
 unify1(_Env, {bytes_t, _, Len}, {bytes_t, _, Len}, _When) ->
     true;
-unify1(Env, {fun_t, _, Named1, Args1, Result1}, {fun_t, _, Named2, Args2, Result2}, When) ->
+unify1(Env, {fun_t, _, Named1, Args1, Result1}, {fun_t, _, Named2, Args2, Result2}, When)
+    when length(Args1) == length(Args2) ->
     unify(Env, Named1, Named2, When) andalso
     unify(Env, Args1, Args2, When) andalso unify(Env, Result1, Result2, When);
 unify1(Env, {app_t, _, {Tag, _, F}, Args1}, {app_t, _, {Tag, _, F}, Args2}, When)

test/aeso_compiler_tests.erl

@@ -623,6 +623,28 @@ failing_contracts() ->
            "Empty record/map update\n"
            "  r {}">>
         ])
+    , ?TYPE_ERROR(bad_number_of_args,
+                  [<<?Pos(3, 39)
+                     "Cannot unify () => unit\n"
+                     "         and (int) => 'a\n",
+                     "when checking the application at line 3, column 39 of\n"
+                     "  f : () => unit\n"
+                     "to arguments\n"
+                     "  1 : int">>,
+                   <<?Pos(4, 20)
+                     "Cannot unify (int, string) => 'e\n"
+                     "         and (int) => 'd\n"
+                     "when checking the application at line 4, column 20 of\n"
+                     "  g : (int, string) => 'e\n"
+                     "to arguments\n"
+                     "  1 : int">>,
+                   <<?Pos(5, 20)
+                     "Cannot unify (int, string) => 'c\n"
+                     "         and (string) => 'b\n"
+                     "when checking the application at line 5, column 20 of\n"
+                     "  g : (int, string) => 'c\nto arguments\n"
+                     "  \"Litwo, ojczyzno moja\" : string">>
+                  ])
     ].
 
 -define(Path(File), "code_errors/" ??File).

test/contracts/bad_number_of_args.aes

@@ -0,0 +1,6 @@
+contract Test =
+  entrypoint f() = ()
+  entrypoint g(x : int, y : string) = f(1)
+  entrypoint h() = g(1)
+  entrypoint i() = g("Litwo, ojczyzno moja")
+