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Diffstat (limited to 'erts/doc/src/absform.xml')
| -rw-r--r-- | erts/doc/src/absform.xml | 163 |
1 files changed, 163 insertions, 0 deletions
diff --git a/erts/doc/src/absform.xml b/erts/doc/src/absform.xml index 835a4fc692..12cb06c151 100644 --- a/erts/doc/src/absform.xml +++ b/erts/doc/src/absform.xml @@ -80,6 +80,28 @@ <item>If F is a record declaration <c><![CDATA[-record(Name,{V_1, ..., V_k})]]></c>, then Rep(F) = <c><![CDATA[{attribute,LINE,record,{Name,[Rep(V_1), ..., Rep(V_k)]}}]]></c>. For Rep(V), see below.</item> + <item>If F is a type attribute (i.e. <c><![CDATA[opaque]]></c> or + <c><![CDATA[type]]></c>) + <c><![CDATA[-Attr Name(A_1, ..., A_k) :: T]]></c> where each + <c><![CDATA[A_i]]></c> is a variable, then Rep(F) = + <c><![CDATA[{attribute,LINE,Attr,{Name,Rep(T),[Rep(A_1), ..., Rep(A_k)]}}]]></c>. + For Rep(T), see below.</item> + <item>If F is a type spec (i.e. <c><![CDATA[callback]]></c> or + <c><![CDATA[spec]]></c>) + <c><![CDATA[-Attr F Tc_1; ...; Tc_k]]></c>, + where each <c><![CDATA[Tc_i]]></c> is a fun type clause with an + argument sequence of the same length <c><![CDATA[Arity]]></c>, then + Rep(F) = + <c><![CDATA[{Attr,LINE,{{F,Arity},[Rep(Tc_1), ..., Rep(Tc_k)]}}]]></c>. + For Rep(Tc_i), see below.</item> + <item>If F is a type spec (i.e. <c><![CDATA[callback]]></c> or + <c><![CDATA[spec]]></c>) + <c><![CDATA[-Attr Mod:F Tc_1; ...; Tc_k]]></c>, + where each <c><![CDATA[Tc_i]]></c> is a fun type clause with an + argument sequence of the same length <c><![CDATA[Arity]]></c>, then + Rep(F) = + <c><![CDATA[{Attr,LINE,{{Mod,F,Arity},[Rep(Tc_1), ..., Rep(Tc_k)]}}]]></c>. + For Rep(Tc_i), see below.</item> <item>If F is a wild attribute <c><![CDATA[-A(T)]]></c>, then Rep(F) = <c><![CDATA[{attribute,LINE,A,T}]]></c>. <br></br></item> @@ -90,6 +112,132 @@ </list> <section> + <title>Type clauses</title> + <list type="bulleted"> + <item>If T is a fun type clause + <c><![CDATA[(A_1, ..., A_n) -> Ret]]></c>, where each + <c><![CDATA[A_i]]></c> and <c><![CDATA[Ret]]></c> are types, then + Rep(T) = + <c><![CDATA[{type,LINE,'fun',[{type,LINE,product,[Rep(A_1), ..., Rep(A_n)]},Rep(Ret)]}]]></c>. + </item> + <item>If T is a bounded fun type clause <c><![CDATA[Tc when Tg]]></c>, + where <c><![CDATA[Tc]]></c> is an unbounded fun type clause and + <c><![CDATA[Tg]]></c> is a type guard sequence, then Rep(T) = + <c><![CDATA[{type,LINE,bounded_fun,[Rep(Tc),Rep(Tg)]}]]></c>.</item> + </list> + </section> + + <section> + <title>Type guards</title> + <list type="bulleted"> + <item>If G is a constraint <c><![CDATA[F(A_1, ..., A_k)]]></c>, where + <c><![CDATA[F]]></c> is an atom and each <c><![CDATA[A_i]]></c> is a + type, then Rep(G) = + <c><![CDATA[{type,LINE,constraint,[Rep(F),[Rep(A_1), ..., Rep(A_k)]]}]]></c>. + </item> + <item>If G is a type definition <c><![CDATA[Name :: Type]]></c>, + where <c><![CDATA[Name]]></c> is a variable and + <c><![CDATA[Type]]></c> is a type, then Rep(G) = + <c><![CDATA[{type,LINE,constraint,[{atom,LINE,is_subtype},[Rep(Name),Rep(Type)]]}]]></c>.</item> + </list> + </section> + + <section> + <title>Types</title> + <list type="bulleted"> + <item>If T is a type definition <c><![CDATA[Name :: Type]]></c>, + where <c><![CDATA[Name]]></c> is a variable and + <c><![CDATA[Type]]></c> is a type, then Rep(T) = + <c><![CDATA[{ann_type,LINE,[Rep(Name),Rep(Type)]}]]></c>.</item> + <item>If T is a type union <c><![CDATA[A_1 | ... | A_k]]></c>, + where each <c><![CDATA[A_i]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,union,[Rep(A_1), ..., Rep(A_k)]}]]></c>.</item> + <item>If T is a type range <c><![CDATA[L .. R]]></c>, + where <c><![CDATA[L]]></c> and <c><![CDATA[R]]></c> are types, then + Rep(T) = <c><![CDATA[{type,LINE,range,[Rep(L), Rep(R)]}]]></c>.</item> + <item>If T is a binary operation <c><![CDATA[L Op R]]></c>, + where <c><![CDATA[Op]]></c> is an arithmetic or bitwise binary operator + and <c><![CDATA[L]]></c> and <c><![CDATA[R]]></c> are types, then + Rep(T) = <c><![CDATA[{op,LINE,Op,Rep(L),Rep(R)}]]></c>.</item> + <item>If T is <c><![CDATA[Op A]]></c>, where <c><![CDATA[Op]]></c> is an + arithmetic or bitwise unary operator and <c><![CDATA[A]]></c> is a + type, then Rep(T) = <c><![CDATA[{op,LINE,Op,Rep(A)}]]></c>.</item> + <item>If T is a fun type <c><![CDATA[fun()]]></c>, then Rep(T) = + <c><![CDATA[{type,LINE,'fun',[]}]]></c>.</item> + <item>If T is a parenthesized type <c><![CDATA[( A )]]></c>, then + Rep(T) = <c><![CDATA[{paren_type,LINE,Rep(A)}]]></c>, i.e. parenthesized + types are distinguished from their bodies. It should be noted though + that parenthesized types that are immediate subtrees of operator + expressions and binary types are peeled off.</item> + <item>If T is a variable <c><![CDATA[V]]></c>, then Rep(T) = + <c><![CDATA[{var,LINE,A}]]></c>, where <c><![CDATA[A]]></c> is an atom + with a printname consisting of the same characters as + <c><![CDATA[V]]></c>.</item> + <item>If T is an atomic literal L and L is not a string literal, then + Rep(T) = Rep(L).</item> + <item>If T is a tuple or map type <c><![CDATA[F()]]></c> (i.e. + <c><![CDATA[tuple]]></c> or <c><![CDATA[map]]></c>), then Rep(T) = + <c><![CDATA[{type,LINE,F,any}]]></c>.</item> + <item>If T is a type <c><![CDATA[F(A_1, ..., A_k)]]></c>, where each + <c><![CDATA[A_i]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,F,[Rep(A_1), ..., Rep(A_k)]}]]></c>.</item> + <item>If T is a remote type <c><![CDATA[M:F(A_1, ..., A_k)]]></c>, where + each <c><![CDATA[A_i]]></c> is a type and <c><![CDATA[M]]></c> and + <c><![CDATA[F]]></c>, then Rep(T) = + <c><![CDATA[{remote_type,LINE,[Rep(M),Rep(F),[Rep(A_1), ..., Rep(A_k)]]}]]></c>. + </item> + <item>If T is the nil type <c><![CDATA[[]]]></c>, then Rep(T) = + <c><![CDATA[{type,LINE,nil,[]}]]></c>.</item> + <item>If T is a list type <c><![CDATA[[A]]]></c>, where + <c><![CDATA[A]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,list,[Rep(A)]}]]></c>.</item> + <item>If T is a non-empty list type <c><![CDATA[[A, ...]]]></c>, where + <c><![CDATA[A]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,nonempty_list,[Rep(A)]}]]></c>.</item> + <item>If T is a map type <c><![CDATA[#{P_1, ..., P_k}]]></c>, where each + <c><![CDATA[P_i]]></c> is a map pair type, then Rep(T) = + <c><![CDATA[{type,LINE,map,[Rep(P_1), ..., Rep(P_k)]}]]></c>.</item> + <item>If T is a map pair type <c><![CDATA[K => V]]></c>, where + <c><![CDATA[K]]></c> and <c><![CDATA[V]]></c> are types, + then Rep(T) = + <c><![CDATA[{type,LINE,map_field_assoc,[Rep(K),Rep(V)]}]]></c>.</item> + <item>If T is a tuple type <c><![CDATA[{A_1, ..., A_k}]]></c>, where + each <c><![CDATA[A_i]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,tuple,[Rep(A_1), ..., Rep(A_k)]}]]></c>.</item> + <item>If T is a record type <c><![CDATA[#Name{}]]></c>, where + <c><![CDATA[Name]]></c> is an atom, then Rep(T) = + <c><![CDATA[{type,LINE,record,[Rep(Name)]}]]></c>.</item> + <item>If T is a record type <c><![CDATA[#Name{F_1, ..., F_k}]]></c>, + where <c><![CDATA[Name]]></c> is an atom, then Rep(T) = + <c><![CDATA[{type,LINE,record,[Rep(Name),[Rep(F_1), ..., Rep(F_k)]]}]]></c>. + </item> + <item>If T is a record field type <c><![CDATA[Name :: Type]]></c>, + where <c><![CDATA[Name]]></c> is an atom, then Rep(T) = + <c><![CDATA[{type,LINE,field_type,[Rep(Name),Rep(Type)]}]]></c>.</item> + <item>If T is a record field type <c><![CDATA[<<>>]]></c>, then Rep(T) = + <c><![CDATA[{type,LINE,binary,[{integer,LINE,0},{integer,LINE,0}]}]]></c>. + </item> + <item>If T is a binary type <c><![CDATA[<< _ : B >>]]></c>, where + <c><![CDATA[B]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,binary,[Rep(B),{integer,LINE,0}]}]]></c>.</item> + <item>If T is a binary type <c><![CDATA[<< _ : _ * U >>]]></c>, + where <c><![CDATA[U]]></c> is a type, then Rep(T) = + <c><![CDATA[{type,LINE,binary,[{integer,LINE,0},Rep(U)]}]]></c>.</item> + <item>If T is a binary type <c><![CDATA[<< _ : B , _ : _ * U >>]]></c>, + where <c><![CDATA[B]]></c> and <c><![CDATA[U]]></c> is a type, then + Rep(T) = + <c><![CDATA[{type,LINE,binary,[Rep(B),Rep(U)]}]]></c>.</item> + + <item>If T is a fun type <c><![CDATA[fun((...) -> Ret)]]></c>, then + Rep(T) = <c><![CDATA[{type,LINE,'fun',[{type,LINE,product,[]},Rep(Ret)]}]]></c>. + </item> + <item>If T is a fun type <c><![CDATA[fun(Tc)]]></c>, where + <c><![CDATA[Tc]]></c> is an unbounded fun type clause, + then Rep(T) = <c><![CDATA[Rep(Tc)]]></c>.</item> + </list> + </section> + + <section> <title>Record fields</title> <p>Each field in a record declaration may have an optional explicit default initializer expression</p> @@ -98,6 +246,21 @@ Rep(V) = <c><![CDATA[{record_field,LINE,Rep(A)}]]></c>.</item> <item>If V is <c><![CDATA[A = E]]></c>, then Rep(V) = <c><![CDATA[{record_field,LINE,Rep(A),Rep(E)}]]></c>.</item> + <item>If V is <c><![CDATA[A :: T]]></c>, where <c><![CDATA[A]]></c> is + an atom and <c><![CDATA[T]]></c> is a type and it does not contain + <c><![CDATA[undefined]]></c> syntactically, then Rep(V) = + <c><![CDATA[{typed_record_field,{record_field,LINE,Rep(A)},Rep(undefined | T)}]]></c>. + Note that if <![CDATA[T]]> is an annotated type, it will be wrapped in + parentheses.</item> + <item>If V is <c><![CDATA[A :: T]]></c>, where <c><![CDATA[A]]></c> is + an atom and <c><![CDATA[T]]></c> is a type, then Rep(V) = + <c><![CDATA[{typed_record_field,{record_field,LINE,Rep(A)},Rep(T)}]]></c>. + </item> + <item>If V is <c><![CDATA[A = E :: T]]></c>, where <c><![CDATA[A]]></c> + is an atom, <c><![CDATA[E]]></c> is an expression and + <c><![CDATA[T]]></c> is a type, then Rep(V) = + <c><![CDATA[{typed_record_field,{record_field,LINE,Rep(A),Rep(E)},Rep(T)}]]></c>. + </item> </list> </section> |