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MacForth Calc
Volume Number:9
Issue Number:4
Column Tag:Jörg's Folder

Object Programming in MacForth

Porting the simple calculator to MacForth

By Jörg Langowski, MacTech Magazine Regular Contributing Author

Note: Source code files accompanying article are located on MacTech CD-ROM or source code disks.

Those of you who have been with us from the very beginning, V1#1, will remember that this column started out as a Forth column, and that my first programming examples were in MacForth. At the time when the Macintosh was introduced, this was one of the few development systems for the rest of us, and you see, it has stayed around all the time.

In fact, MacForth is the only Forth system for the Macintosh that is still commercially supported; you have read about others here, but they are in the public domain (like Mops and Yerk) or ‘almost’ public domain (like Mach2). Since numerous calls to the readership for MacForth article submissions were of no avail, I’ve finally decided to write an example program myself to bring MacForth back into the memory of the MacTech readers and show how nicely you can write object-oriented code in MacForth.

So here we’re back to our roots: MacTutor is back to MacTech, and J.L. is back to MacForth.

Why bother?

Those of you who would never touch Forth with a ten-foot reverse Pole (although I’m only 5’11”), please don’t turn to the next article immediately. I’ll give you some basic notions that may help you to understand the example.

A Forth program consists of a sequence of words. Each word is a routine that works by taking parameters off a stack and eventually leaving results there. Any number can be considered as just a word that leaves its value on the stack. Forth development systems normally accept words interactively or from a file and execute them immediately. All words are separated by blanks. If you type

 3

there will be a 3 on top of the stack. The sequence

 3 4 +

will put the numbers 3 and 4 on the stack, and then compute their sum, which is left on the stack. All in all, Forth works like an HP calculator, using reverse Polish notation.

How about writing programs? There are two “words”, : (colon) and ; (semicolon), which start and end ‘definitions’. A definition looks like this:

: test 3 4 + ;

This defines the new word test which simply executes the summation of 3 and 4 and leaves the result on the stack. Thus, the first word after the colon is the name of the newly defined word, and the remaining sequence of words is not executed, but compiled into a dictionary and by some means or other linked to the name which is kept in a vocabulary. When the newly defined word is then executed, it will behave as if one had entered the initial sequence of words in the definition.

Forth programs are typically written by splitting up the program task into very small units and coding each of them into a word definition, just if one was to write a C program by coding lots of small routines and assemble them into larger ones. A very structured approach, which is easy to do with Forth because the low-level definitions are compiled immediately (by typing them in or loading them from a file), and they can be tested interactively before using them in the higher-level routines. This interactive, incremental compiling is one of the great strengths of Forth.

This concludes my short sales pitch for Forth. Before we jump right into the middle of things with our example, some small Forth words that you’ll come across in the listing:

! (exclamation mark) takes two values from the stack, an address (top) and a number (underneath). It stores the number into the 32-bit long word at address. c! stores the value into the byte at address.

@ (at sign) takes the address from top of stack and gets the 32-bit longword stored there. c@ gets the 8-bit value at address.

dup duplicates the value on top of the stack, drops it, and exchanges the two top values.

+, -, *, / are operators that do exactly what you would expect to the two top values on the stack.

if then brackets code that is conditionally executed if the top of the stack is non-zero.

Other control structures: do loop, case endcase, begin until, begin again. Details about their functioning can be found in any good book on Forth. I recommend “Starting Forth” by Leo Brodie, published by Forth, Inc. But now to the example.

An arithmetic expression parser in Forth

For the example, I decided to convert the calculator program that I presented in V9#1 from C++ to Forth (I know there are some people who’ll try to kill me for this). It is not as ridiculous as it seems: The original program was written as an example for object programming, and you’ll see that the object oriented extensions contained in MacForth make it relatively easy to port the code. In fact, the only places where I really had to pay attention to bugs were the routines which input and parsed a string from the keyboard, and entering and retrieving names from the symbol table. The whole object-oriented structure of the program worked almost immediately the way I typed it in.

The calculator works just like the C++ example: it reads in a line with an arithmetic expression, analyzes it and constructs a ‘syntax tree’ representation from it, and finally evaluates that syntax tree and prints the result (in order to understand this month’s example it helps to get out your old V9#1 copy and compare to the C++ code). In the C++ example, we defined classes for the different objects that make up the syntax tree and constructed an instance of one of those classes for each node of the tree. Those nodes could be: the operators +,-,*,/ and =, which each connect two other nodes, the unary minus, and the end nodes, numbers and variables.

To reconstruct the C++ example, let’s first see how object-oriented programming is achieved in MacForth. MacForth provides so-called acting elements or actels, which contain their own private data structure and to which messages can be sent; so these are objects. An actel is defined first through its data structure; MacForth provides possibilities for structure definitions. You can see this at the beginning of the listing. As an example, the structure corresponding to a dyadic operator is defined by

structure dyadheader
 minElemHeaderSize +
 handle:+left
 handle:  +right
structure.end

This definition does not create the object; it only defines a word dyadheader which will leave the total size of the structure on the stack when executed, and other words (+left, +right) that will add a number to the top of stack equal to the offset for the corresponding element in the structure. So you may define

create my.dyad dyadheader allot

which will allocate space in the dictionary for one copy of this structure, my.dyad, and then access the two fields of the structure by writing

my.dyad +left

which leaves the address of the ‘left’ field of the structure on the stack. Remark on the side: the field name in MacForth structure definitions is not local to the structure, but visible globally. Thus, you cannot define two different structures which have a field with the same name at different offsets. This is one limitation that one has to live with.

You see that there is some space created at the beginning of the structure (of length minElemHeaderSize) which contains fields ‘for internal use’. In the current implementation, this size is 16 bytes. The first longword of these reserved bytes containes a machine instruction that jumps to the method selector of the class, and the last longword contains the total size of the header.

The messages that one sends to MacForth actels are again Forth words, which by convention start with ‘>>’. There are a couple of predefined messages, the ones interesting to us are >>New (make a new object on the heap), >>Discard (remove the object from the heap), >>Empty (fill the object’s data space with zeros) and >>Room (resize the object). New messages are created by writing e.g.

1000  message  >>eval
1001  message  >>set

as in the example. This assigns the message numbers 1000 and 1001 to the messages >>eval and >>set. Every message must have a unique number, that’s how they are distinguished. When a message is sent to an Actel, actually the message number is passed to a selector, which then calls the appropriate method. The selector, e.g. for the plus operator, is defined as follows:

1 selector: dyad.msgs
 ElemPanic
 dyad::New
 dyad::Discard
 drop
 inherited
;selector

1000 selector: plus.msgs
 dyad.msgs
 plus::Eval
;selector

First, a selector defines the basic methods used in dyadic operators. They are assigned increasing message numbers, starting with 1. The first word ElemPanic after the selector name dyad.msgs is the routine which is called if the message number is outside the range of the selector. Since this is the lowest level of methods, the routine called here will complain that the message number was not implemented. The next words correspond to message numbers 1 to 4, or >>New, >>Discard, >>Empty and >>Room. >>New will call the method dyad::New (the two colons are simpky my convention from C++; you may give the method any name you like), >>Discard calls dyad::Discard, >>Empty simply drops the top stack item (which is the handle of the object to which the message was sent), this means it does nothing; and >>Room is not handled by this class.

The selector plus.msgs assigns the method specific to the plus operator, its evaluation plus::eval, to the message number 1000, >>eval. This will be the highest level selector that is stored in the header of the plus operator objects and which is first executed when a plus object receives a message. If it is =1000, plus::Eval is called. If not, the next lower level selector, dyad.msgs, is invoked.

How are methods written? The calling sequence for a method is <parameters> <object> <message>. The message word calls the selector corresponding to the class of the object, which then calls the appropriate method. At that moment, the object’s handle is on the top of the stack, and any parameters underneath. The method must dereference the object handle, access its fields if necessary and do its things using the parameters and the object fields. As an example, look at the plus::Eval method again:

: plus::Eval ( handle -- value )
 h@ dup +left @ >>eval swap +right @ >>eval +

This method will get the handle to the left side of the plus operator (stored in the left field), which is an object, send it the message >>eval, then do the same thing to the right hand side, and finally add the results and leave the sum on the stack.

This column has not enough space for explaining all the methods in detail; with some intuition and ‘Forth thinking’, or better a MacForth manual, you will easily see the parallels between the code here and the C++ example. What is important to mention here is that for each class you need to define one instance of an object ‘by hand’, that is create its data structure on the heap. This is the ‘parent instance’; further instances of the same class are then made simply by copying the parent object. The parent objects of all the classes are made in the middle of the example code, where the selectors are also defined; look at the words make.dyad etc. The jump to the highest-level method selector is also stored in the parent object by ElemAction!.

In the next part of the code, the token scanning routine from the C++ example is recreated. Non-Forthers who are still reading, you may skip this; suffice it to say that each invocation of the word scan leaves the next token from the input stream on the stack, which can then be stored in the global variable token. For the Forthers, it should be easy to verify that this code is a typical example of the mess you have to deal with when you are doing input/output in Forth

After all these preliminaries, the port of the main parser code from C++ to Forth is quite easy. We have to rewrite the three routines that parse an expression, a term and a factor. All these routines can call each other recursively, so we have to use ‘deferred words’ to implement them. First, we define the routine names:

defer factor
defer term
defer expr

then we code the routines do.factor, do.term and do.expr, and finally we assign these routines to the deferred words:

token.for do.factor IS factor
token.for do.term IS term
token.for do.expr IS expr

The routines itself are a straight translation from C++; you may verify this from the example in V9#1. So you see, other than the strange message passing mechanism and the reverse Polish notation, Forth is just like C++! :-)

Of course, I could have written this example in Mops or Yerk as well; you may do that as an exercise for yourself. The code will be probably shorter in Mops, since many of the things that we did here explicitly (such as creating the initial parent objects) are done more or less implicitly in other object-oriented systems. But then, MacForth doesn’t claim to be a full object-oriented language, only a Forth with object-oriented extensions. You can see that these ’extensions’ go actually quite far, and provide a very good means to understand what is actually going on when a routine is selected through a method table.

At the end, let me say that I would have taken much more time doing this example if it weren’t for the incremental compiling of Forth in general and the excellent debugging facilities of MacForth. If one couldn’t analyze exactly what each little routine is doing to the stack at each point (which is possible with MacForth), one would get lost immediately even in a small piece of code like this.

Next time (two months from now) back to C++.

Listing: Calculator example in MacForth

 anew --calc--

structure dyadheader
 minElemHeaderSize +
 handle:+left
 handle:  +right
structure.end

structure unaryheader
 minElemHeaderSize +
 handle:+operand
structure.end

structure numheader
 minElemHeaderSize +
 long:  +value
structure.end

structure IDheader
 minElemHeaderSize +
 31 string: +name
structure.end

\
\ the symbol table is implemented as a vocabulary
\ use CONTEXT as template for symtab (see below)
\
global symtab

\
\ messages
\

1000  message  >>eval
1001  message  >>set

\ 
\ methods
\

: dyad::New  ( left\right\handle -- handle )
 dyadheader swap ElemNew 
 \ create space for new dyad, handle on stack
 dup h@ locals| selfaddr self |
 ( stack now: left\right )
 selfaddr +right ! selfaddr +left !
 self
;

: dyad::Discard ( handle -- )
 dup h@ +left @ >>Discard 
 dup h@ +right @ >>Discard
 to.heap
;

: plus::Eval ( handle -- value )
 h@ dup +left @ >>eval swap +right @ >>eval +
;

: minus::Eval ( handle -- value )
 h@ dup +left @ >>eval swap +right @ >>eval -
;

: times::Eval ( handle -- value )
 h@ dup +left @ >>eval swap +right @ >>eval *
;

: divide::Eval ( handle -- value )
 h@ dup +left @ >>eval swap +right @ >>eval /
;

: equals::Eval ( handle -- value )
 h@ dup +right @ >>eval swap +left @ >>set
;

: unary::New ( operand\handle -- handle)
 unaryheader swap ElemNew
 dup h@ locals| selfaddr self |
 selfaddr +operand !
 self 
;

: unary::Discard ( handle -- )
 dup h@ +operand @ >>Discard 
 to.heap
;

: uminus::Eval ( handle -- value )
 h@ +operand @ >>eval negate
;

: num::New ( value\handle -- handle )
 numheader swap ElemNew
 dup h@ locals| selfaddr self |
 selfaddr +value !
 self 
;

: num::Discard ( handle -- )
 to.heap
;

: inumber::Eval ( handle -- value )
 h@ +value @
;

: ID::New ( name\count\handle -- handle )
 IDheader swap ElemNew
 dup h@ locals| selfaddr self count |
 count selfaddr +name c! \ store count byte
 ( name ) selfaddr +name 1+ count cmove 
 \ store string data
 selfaddr +name symtab >>findname
 0= if
 0 selfaddr +name symtab >>AddEntry
 0= abort" Symbol table full"
 then
 self
;

: ID::Discard ( handle -- )
 to.heap
;

\ unfortunately, a MacForth vocabulary structure 
\ takes only 16-bit entries...
\ so we're limited to 16 bit integers
: ID::Eval ( handle -- value )
 h@ +name symtab >>findname 
 dup if symtab >>GetValue then
;

: ID::Set ( value\handle -- value )
 h@ locals| selfaddr value |
 selfaddr +name symtab >>findname 
 \ this is the only way to modify the value
 ?dup 0= abort" Tried to set a non-existing variable"
 symtab >>RemoveEntry drop
 value selfaddr +name symtab >>AddEntry
 0= abort" Symbol table full"
 value
;

\
\ variables for parent instances of classes
\
global PLUS
global MINUS
global TIMES
global DIVIDE
global EQUALS
global UMINUS
global INUMBER
global ID

\
\ make parent instances, define message selectors
\
: make.dyad ( -- dyadhandle )
 dyadheader makehandle locals| handle |
 dyadheader handle h@ 12 + !
 handle
;

1 selector: dyad.msgs
 ElemPanic
 dyad::New
 dyad::Discard
 drop
 inherited
;selector

1000 selector: plus.msgs
 dyad.msgs
 plus::Eval
;selector

make.dyad -> PLUS
token.for plus.msgs PLUS elemaction!

1000 selector: minus.msgs
 dyad.msgs
 minus::Eval
;selector

make.dyad -> MINUS
token.for minus.msgs MINUS elemaction!

1000 selector: times.msgs
 dyad.msgs
 times::Eval
;selector

make.dyad -> TIMES
token.for times.msgs TIMES elemaction!

1000 selector: divide.msgs
 dyad.msgs
 divide::Eval
;selector
 
make.dyad -> DIVIDE
token.for divide.msgs DIVIDE elemaction!

1000 selector: equals.msgs
 dyad.msgs
 equals::Eval
;selector
 
make.dyad -> EQUALS
token.for equals.msgs EQUALS elemaction!

: make.unary ( -- unaryhandle )
 unaryheader makehandle locals| handle |
 unaryheader handle h@ 12 + !
 handle
;

1 selector: unary.msgs
 ElemPanic
 unary::New
 unary::Discard
 drop
 inherited
;selector

1000 selector: uminus.msgs
 unary.msgs
 uminus::Eval
;selector
 
make.unary -> UMINUS
token.for uminus.msgs UMINUS elemaction!

: make.num ( -- numhandle )
 numheader makehandle locals| handle |
 numheader handle h@ 12 + !
 handle
;

1 selector: num.msgs
 ElemPanic
 num::New
 num::Discard
 drop
 inherited
;selector

1000 selector: inumber.msgs
 num.msgs
 inumber::Eval
;selector
 
make.num -> INUMBER
token.for inumber.msgs INUMBER elemaction!

1 selector: ID.low.msgs
 ElemPanic
 ID::New
 ID::Discard
 drop
 inherited
;selector

1000 selector: ID.msgs
 ID.low.msgs
 ID::Eval
 ID::Set
;selector
 
: make.ID ( -- IDhandle )
 IDheader makehandle locals| handle |
 IDheader handle h@ 12 + !
 handle
;

make.ID -> ID
token.for ID.msgs ID elemaction!

\ root token of the syntax tree
global root

\ token being scanned
global token

\ temp string storage
create tstring 80 allot
variable tlength

\ input scanned will go to PAD
\ restriction: one line per expression
\ extending this is left as an exercise to the reader
\ we don't use WORD because we don't want to have to use
\ blanks as delimiters everywhere
\
255 constant maxpad
variable chars.input

: fillpad 
 pad 1+ maxpad expect
 span @ chars.input !
 1 pad c!
;

\ gets a new character from standard input into PAD
\ reads new line if end of line encountered
: cget ( -- char )
 pad c@ chars.input @ >
 if fillpad then
 pad c@ pad + c@
 pad c@ 1+ pad c!
;

\ backspaces pointer to PAD
\ no action if already at beginning
: cputback ( char -- )
 pad c@ dup 1 > if 1- pad c! else drop then
 drop
; 

: ?digit ( char -- true or false)
 dup ascii 0 < not swap ascii 9 > not and 
;

: ?alfa ( char -- true or false)
 locals| ch |
 ch ascii a < not ch ascii z > not and
 ch ascii A < not ch ascii Z > not and or
;

: ?anum ( char -- true or false)
 dup ?digit swap ?alfa or
;

: syntax.error -1 abort" Syntax Error" ;

\ scan the remaining digits of a number
: scan.number ( ch -- ) 
 tstring c!
 1 tlength !
 80 1 do \ we don't expect more than 80 digits
 cget dup ?digit not if cputback leave then
  tstring i+ c!
 i 1+ tlength !
 loop
;

\ scan the remaining chars of an identifier
: scan.anum ( ch -- ) 
 tstring c!
 1 tlength !
 80 1 do \ we don't expect more than 80 chars
 cget dup ?anum not if cputback leave then
  tstring i+ c!
 i 1+ tlength !
 loop
;

\
\ constants
\
128 dup constant IDT
 1+dup constant INT
 1+dup constant EOLN
 1+constant BAD

: scan ( -- token )
 0 locals| c |
 begin
 cget -> c
 c case
 ascii ( ascii + range.of c endof
 ascii / of c endof
 ascii - of c endof
 ascii = of c endof
 13 of EOLN endof
 bl of 0 endof  \ just continue scan

 dup ?anum if
 dup ?digit if
 c scan.number INT swap 
 else
 c scan.anum IDT swap 
 then
 else
 BAD swap
 then
 endcase
 ?dup until
;

\
\ parser routines for expression, term, factor
\

: get.token.name ( -- name\count )
 tstring tlength @
;

: get.token.value ( -- value )
 bl tstring tlength @ + c!
 tstring 1- number
;

defer factor
defer term
defer expr

: do.factor ( -- factor-handle )
 0 locals| root |
 token
 case
 IDT of
 get.token.name ID >>New -> root
 scan dup -> token
 ascii = = IF
 scan -> token
 root expr EQUALS >>New -> root
 THEN
 endof
 INT of
 get.token.value INUMBER >>New -> root
 scan -> token
 endof
 ascii ( of
 scan -> token
 expr -> root
 token ascii ) = not IF syntax.error THEN                
 scan -> token
 endof
 ascii - of
 scan -> token
 factor UMINUS >>New -> root
 endof
 syntax.error
 endcase
 root
;

token.for do.factor IS factor

: do.term ( -- term-handle )
 factor locals| root |
 begin
 token
 case
 ascii * of
 scan -> token
 root term TIMES >>New -> root
 0 \ go on
 endof
 ascii / of
 scan -> token
 root term DIVIDE >>New -> root
 0 \ go on
 endof
 1 swap \ terminate
 endcase
 until
 root
;

token.for do.term IS term

: do.expr ( -- expr-handle )
 term locals| root |
 begin
 token
 case
 ascii + of
 scan -> token
 root term PLUS >>New -> root
 0 \ go on
 endof
 ascii - of
 scan -> token
 root term MINUS >>New -> root
 0 \ go on
 endof
 1 swap \ terminate
 endcase
 until
 root
;

token.for do.expr IS expr

: calc
 0 locals| root |
 begin
 cr ." Enter expression:" cr
 fillpad
 scan -> token
 expr -> root
 token BAD = if syntax.error then
 root 0= not if
 cr cr ." Result = " root >>Eval . cr
 root >>Discard
 then
 again
;

: setup.everything
 1000 context @ >>New -> symtab 
 make.dyad -> PLUS
 token.for plus.msgs PLUS elemaction!
 make.dyad -> MINUS
 token.for minus.msgs MINUS elemaction!
 make.dyad -> TIMES
 token.for times.msgs TIMES elemaction!
 make.dyad -> DIVIDE
 token.for divide.msgs DIVIDE elemaction!
 make.dyad -> EQUALS
 token.for equals.msgs EQUALS elemaction!
 make.unary -> UMINUS
 token.for uminus.msgs UMINUS elemaction!
 make.num -> INUMBER
 token.for inumber.msgs INUMBER elemaction!
 make.ID -> ID
 token.for ID.msgs ID elemaction!
;

: go
 setup.everything
 calc
;

 

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B&H Photo has 9.7″ Apple WiFi iPad Pros on sale for $20-$50 off MSRP, each including free shipping. B&H charges sales tax in NY only: - 9″ Space Gray 256GB WiFi iPad Pro: $779.95 $20 off MSRP... Read more
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B&H Photo has 13″ MacBook Airs on sale for $100 off MSRP. Shipping is free, and B&H charges NY sales tax only: - 13″ 1.6GHz/128GB MacBook Air (MMGF2LL/A): $899 $100 off MSRP - 13″ 1.6GHz/... Read more
13-inch Silver Touch Bar MacBook Pro in stock...
Amazon has the new 2016 13″ 2.9GHz/256GB Silver Touch Bar MacBook Pro (MLVP2LL/A) in stock today and on sale for $1749 including free shipping. That’s $50 off MSRP, and it’s the lowest price... Read more
Parallels Toolbox 1.3 for Mac Offers 25 Singl...
Parallels has launched Parallels Toolbox 1.3 for Mac, an upgrade that adds five new utilities to the stand-alone application which was released in August and is available exclusively online at http... Read more
OWC Mercury Elite Pro Dual mini Ultra-Portabl...
OWC has introduced the new OWC Mercury Elite Pro Dual mini, a powerful yet ultra-portable dual-drive RAID solution. The new Mercury Elite Pro Dual mini packs phenomenal performance into a small... Read more
Clearance 13-inch Retina MacBook Pros availab...
B&H Photo has clearance 2015 13″ Retina Apple MacBook Pros available for up to $200 off original MSRP. Shipping is free, and B&H charges NY tax only: - 13″ 2.7GHz/128GB Retina MacBook Pro: $... Read more
Roundup of 2016 13-inch 2.0GHz MacBook Pro sa...
B&H has the non-Touch Bar 13″ MacBook Pros in stock today for $50-$100 off MSRP. Shipping is free, and B&H charges NY sales tax only: - 13″ 2.0GHz MacBook Pro Space Gray (MLL42LL/A): $1449 $... Read more
New 13-inch 2.0GHz Space Gray MacBook Pro in...
Adorama has the new 13″ 2.0GHz Space Gray MacBook Pro (non-Touch Bar, MLL42LL/A) in stock for $1499 including a free 3-year AppleCare Protection Plan. Shipping is free, and Adorama charges sales tax... Read more

Jobs Board

Lead *Apple* Solutions Consultant - Apple (...
# Lead Apple Solutions Consultant Job Number: 53586123 Pittsburgh, Pennsylvania, United States Posted: Nov. 28, 2016 Weekly Hours: 40.00 **Job Summary** The Lead ASC Read more
*Apple* Retail - Multiple Positions- Plano,...
Job Description: Sales Specialist - Retail Customer Service and Sales Transform Apple Store visitors into loyal Apple customers. When customers enter the store, Read more
*Apple* Retail - Multiple Positions- Kansas...
Job Description:SalesSpecialist - Retail Customer Service and SalesTransform Apple Store visitors into loyal Apple customers. When customers enter the store, Read more
*Apple* Retail - Multiple Positions- Chicago...
Job Description: Sales Specialist - Retail Customer Service and Sales Transform Apple Store visitors into loyal Apple customers. When customers enter the store, Read more
Hardware Design Validation Engineer - *Apple...
The Apple Watch team is looking for a Hardware Design Validation Engineer. This person will be part of the Apple Watch hardware team with responsibilities for Read more
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