src/Pure/term.scala

--- a/src/Pure/term.scala	Tue Jul 12 17:53:06 2011 +0200
+++ b/src/Pure/term.scala	Tue Jul 12 18:00:05 2011 +0200
@@ -1,7 +1,7 @@
 /*  Title:      Pure/term.scala
     Author:     Makarius
 
-Lambda terms with XML data representation.
+Lambda terms, types, sorts.
 
 Note: Isabelle/ML is the primary environment for logical operations.
 */
@@ -11,8 +11,6 @@
 
 object Term
 {
-  /* basic type definitions */
-
   type Indexname = (String, Int)
 
   type Sort = List[String]
@@ -33,55 +31,3 @@
   case class App(fun: Term, arg: Term) extends Term
 }
 
-
-object Term_XML
-{
-  import Term._
-
-
-  /* XML data representation */
-
-  object Encode
-  {
-    import XML.Encode._
-
-    val sort: T[Sort] = list(string)
-
-    def typ: T[Typ] =
-      variant[Typ](List(
-        { case Type(a, b) => (List(a), list(typ)(b)) },
-        { case TFree(a, b) => (List(a), sort(b)) },
-        { case TVar((a, b), c) => (List(a, int_atom(b)), sort(c)) }))
-
-    def term: T[Term] =
-      variant[Term](List(
-        { case Const(a, b) => (List(a), typ(b)) },
-        { case Free(a, b) => (List(a), typ(b)) },
-        { case Var((a, b), c) => (List(a, int_atom(b)), typ(c)) },
-        { case Bound(a) => (List(int_atom(a)), Nil) },
-        { case Abs(a, b, c) => (List(a), pair(typ, term)(b, c)) },
-        { case App(a, b) => (Nil, pair(term, term)(a, b)) }))
-  }
-
-  object Decode
-  {
-    import XML.Decode._
-
-    val sort: T[Sort] = list(string)
-
-    def typ: T[Typ] =
-      variant[Typ](List(
-        { case (List(a), b) => Type(a, list(typ)(b)) },
-        { case (List(a), b) => TFree(a, sort(b)) },
-        { case (List(a, b), c) => TVar((a, int_atom(b)), sort(c)) }))
-
-    def term: T[Term] =
-      variant[Term](List(
-        { case (List(a), b) => Const(a, typ(b)) },
-        { case (List(a), b) => Free(a, typ(b)) },
-        { case (List(a, b), c) => Var((a, int_atom(b)), typ(c)) },
-        { case (List(a), Nil) => Bound(int_atom(a)) },
-        { case (List(a), b) => val (c, d) = pair(typ, term)(b); Abs(a, c, d) },
-        { case (Nil, a) => val (b, c) = pair(term, term)(a); App(b, c) }))
-  }
-}