Conversiones matematicas

[nunez_mvp]

Gracias por sus consejos me han sido de mucha utilidad, pero tengo un pequeño inconveniente y es que algunos códigos en turbo pascal son un poco diferente en delphi y para ser honesto no los entiendo bien, si me pueden explicar algo mas les agradecería muchísimo. Aquí les mando el código que encontré. Saludos y Gracias.......

Program InFixToPostFix;
{ Written in Turbo Pascal v6.0 by Clif Penn, Mar 1, 1996 }

Uses CRT;
Label finis;

TYPE link = ^node; { link is a pointer to a node }
node = record
nxt:link; { points to next node (or nil) }
dat:string[12]; {length of 12 is arbitrary}
end;
VAR
head, p1, p2, op:link;
s, postfix:string;

Procedure MakeWrdList(ss:string);
VAR
wrd:string[12]; { 12 is arbitrary }
s1, s2, len:integer;
pt1, pt2:link;

Begin
pt1 := nil;
s1 := 1;
len := Length(ss);

While s1 < len do
Begin
{ skip spaces }
While (ss[s1] = ' ') AND (s1 < len) Do Inc(s1);
s2 := s1; {start of word}
{ parse to next space }
While (ss[s2] <> ' ') AND (s2 <= len) Do Inc(s2);
wrd := Copy(ss, s1, s2 - s1); {extract wrd sans spaces}
s1 := s2; {advance string index}

pt2 := pt1; {initially pt2 to nil, normally move down list}
new(pt1) ; {get address for pt1 from heap}
if pt2 = nil then head := pt1; {head-->first node}
pt2^.nxt := pt1; {links old node to new}
pt1^.nxt := nil; {last node in list points to nil}
pt1^.dat := wrd; {stores wrd in node}
End;

{ After above: pt1 and pt2 no longer used
head-->[arg1]-->[op1]-->[arg2]-->[ .... ]-->nil }
End;

Procedure ShowList;
VAR tmp:link;
Begin
tmp := head;
postfix := '';
While tmp <> nil do
begin
postfix := postfix + tmp^.dat + ' '; {concatanate string}
tmp := tmp^.nxt; {traverse the list head to tail}
end;
Writeln(postfix);
End;

Procedure InsertOp;
{Inserts Op node(s) into PostFix linked list}
Begin
p1^.nxt := op; {insert op, the last op node points to nil}
While p1^.nxt <> nil do p1 := p1^.nxt;
p1^.nxt := p2^.nxt; {remove p2 node from list}
p1 := p1^.nxt; {last node of prev op now linked to list}
op := p2; {new op becomes p2}
op^.nxt := nil;
p2 := p1; {both now point to next argument}
End;

Procedure ExtendOp;
{Extracts math symbol node from PostFix list and extends Op list}
Begin
p1^.nxt := p2^.nxt; {remove p2 from list}
p1 := p1^.nxt; {relink arg-->arg}
p2^.nxt := op; {place p2 in front of old op}
op := p2; {now op linked list has 2 nodes}
p2 := p1 ; {both now point to next argument}
End;

Procedure DoPostFix(st:string);
Const
Hi = ['*', '/']; {Hi, Lo are math precedence rank of symbols}
Lo = ['-', '+'];

Begin
MakeWrdList(st);
p1 := head; {After this initialization, }
op := nil; {p1, p2, arg1 --> arg2 }
p2 := p1^.nxt; {op --> op1 --> nil }
ExtendOp;

While p2^.nxt <> nil Do {last node points to nil}
Begin
p2 := p2^.nxt; {p2 now pointing to math operation}
{Conditional char comparisons follow}
If (op^.dat[1] in Hi) OR (p2^.dat[1] in Lo) then
InsertOp
Else ExtendOp;
End;
p1^.nxt := op; {links final math operation(s)}
End;

BEGIN {main program}
ClrScr;
Writeln('Just press Enter to quit.'); Writeln;
{ Example }
s := '3 - 6 * 7 + 2 / 4 * 5 - 8';

DoPostFix(s);
Writeln('In postfix notation, the infix string:');
Writeln(s, ' becomes:');
ShowList;
Repeat
Writeln;
Writeln('Infix math string (spaces between everything):');
Readln(s);
If Length(s) < 5 then goto finis;

DoPostFix(s);
ShowList;
Until Length(s) < 5;

finis:
END.