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% Copyright (c) Jim Grundy 1992 %
% All rights reserved %
% %
% Jim Grundy, hereafter referred to as `the Author', retains the %
% copyright and all other legal rights to the Software contained in %
% this file, hereafter referred to as `the Software'. %
% %
% The Software is made available free of charge on an `as is' basis. %
% No guarantee, either express or implied, of maintenance, reliability, %
% merchantability or suitability for any purpose is made by the Author. %
% %
% The user is granted the right to make personal or internal use %
% of the Software provided that both: %
% 1. The Software is not used for commercial gain. %
% 2. The user shall not hold the Author liable for any consequences %
% arising from use of the Software. %
% %
% The user is granted the right to further distribute the Software %
% provided that both: %
% 1. The Software and this statement of rights is not modified. %
% 2. The Software does not form part or the whole of a system %
% distributed for commercial gain. %
% %
% The user is granted the right to modify the Software for personal or %
% internal use provided that all of the following conditions are %
% observed: %
% 1. The user does not distribute the modified software. %
% 2. The modified software is not used for commercial gain. %
% 3. The Author retains all rights to the modified software. %
% %
% Anyone seeking a licence to use this software for commercial purposes %
% is invited to contact the Author. %
% --------------------------------------------------------------------- %
%============================================================================%
% CONTENTS: interactive front end to the window infernce library. %
%============================================================================%
%$Id: inter.ml,v 3.1 1993/12/07 14:15:19 jg Exp $%
% In this file we extend the functional interface described in win.ml. %
% This file desribes an interactive interface. %
% The interface is stack based. %
% A General History Mechanism is defined. %
abstype * history = (int # (* list) # (* list))
% Create a new history with intial size size and state state. %
with epoch size state =
abs_history(size, [state],[])
% Return the current state of the history. %
and present hist =
let (_,pres._,_) = rep_history hist in
pres
% Makes (event (present hist)) the current state. %
and dodo event hist =
let (size, pres.past,_) = rep_history hist in
abs_history (size, first size ((event pres).pres.past) ,[])
% Undoes the last event. %
and undo hist =
let (size, pres.past,future) = rep_history hist in
if (null past) then
failwith `undo: nothing to undo`
else
abs_history(size, past, pres.future)
% Undoes an undo, but only if no interveening event has occured. %
and redo hist =
let (size,past,future) = rep_history hist in
if (null future) then
failwith `redo: nothing to redo`
else
abs_history
(size, first size ((hd future).past), tl future)
and set_max_hist size hist =
let (_,past,future) = rep_history hist in
if size < 1 then
failwith `set_max_hist: size must be at least 1.`
else
abs_history(size,past,future)
and get_max_hist hist =
let (size,_,_) = rep_history hist in
size
;;
abstype window_stack =
(window # (((window -> window -> window) # win_path) + void)) list
% Create a new window stack containing window w. %
with create_stack w =
abs_window_stack [(w, (inr ()))]
% Apply some transformation to the top window of the stack. %
and change_window f st =
let ((w,cp).tl) = (rep_window_stack st) in
abs_window_stack ((f w,cp).tl)
% Open a new window, requires a path and a basis function. %
and open_window p' basis st =
let ((w,cp).tl) = (rep_window_stack st) in
let (w',c') = (basis p' w) in
abs_window_stack ((w',inl (c',p')).(w,cp).tl)
% Removes the top window from the stack. %
and pop_window st =
(let (w1.w2.w3) = (rep_window_stack st) in
abs_window_stack (w2.w3)
) ? failwith `pop_window: only 1 window left`
% Removes the top window and transforms the one below. %
and close_window st =
let ((w1,cp1).(w2,cp2).tl) = (rep_window_stack st) in
let (c1,_) = outl cp1 in
abs_window_stack ((c1 w1 w2,cp2).tl)
% The current depth of the stack. %
and depth_stack st =
length (rep_window_stack st)
% The window on top of the stack. %
and top_window st =
fst (hd (rep_window_stack st))
% The path that the current window was opened on. %
% Fails for the first window in the stack - it had no path. %
and top_path st =
(snd (outl (snd (hd (rep_window_stack st)))))
? failwith `top_path: bottom window` ;;
% Next come a bunch of functions required printing a stack. %
% Actually only prints the window on top of the stack. %
% The conjectures which are used in the top window and are not valid %
% in the window below. %
let bad_conjectures st =
let topwin = top_window st in
let bnds = bound topwin in
let usedcnjs = used_conjectures topwin in
if (depth_stack st) > 1 then
(
let winbelow =
transfer_sups_thms topwin (top_window (pop_window st)) in
let hypsbelow = all_hypotheses winbelow in
let lemsbelow = lemmas winbelow in
let cnjsbelow = conjectures winbelow in
(filter
(\c. not
(term_mem c (hypsbelow @ lemsbelow @ cnjsbelow)))
usedcnjs)
@
(filter
(\c. not (null (intersect bnds (frees c))))
usedcnjs)
)
else
usedcnjs;;
% Give a friendly picture of the stack. %
% Only the top window is displayed. %
% Each of the hypotheses appears with a "!" infront of it. %
% Each of the lemmas appears with a "|" infront of it. %
% Each of the conjectures appears with a "?" infront of it. %
% Each of the used conjectures appears with a "$" infront of it. %
% Each of the bad conjectures appears with a "@" infront of it. %
% The relation and focus are then printed last. %
let print_stack st =
let rel_pic (tm:term) =
if (is_const tm) then
fst (dest_const tm)
else `??` in
let topwin = top_window st in
let hyps = disp_hypotheses topwin in
let cnjs = conjectures topwin in
let usedcnjs = used_conjectures topwin in
let lems = lemmas topwin in
let badcnjs = bad_conjectures st in
let rel = rel_pic (relation topwin) in
let rellen = length (explode rel) in
letref all = term_setify ((rev hyps) @ (rev lems) @ (rev cnjs)) in
while not (null all) do
(
let h.t = all in
print_string (implode (replicate ` ` rellen));
(if (term_mem h badcnjs) then
print_string ` @ `
else if (term_mem h usedcnjs) then
print_string ` $ `
else if (term_mem h hyps) then
print_string ` ! `
else if (term_mem h lems) then
print_string ` | `
else % An unused conjecture. %
print_string ` ? `);
print_ibegin (rellen + 4);
print_unquoted_term h;
print_end ();
print_newline ();
all := t
);
print_string rel;
print_string ` * `;
print_ibegin (rellen + 4);
print_unquoted_term (focus topwin);
print_end ();
print_newline ();;
% We now set up functions to handle a tabel of %
% window_stack history pointers. %
% Each element in the table is a pair of the name of a %
% window_stack (history) and a pointer to it. %
% There is also a pair cur_nam_st_hist with the name of the current %
% stack and a pointer to it. %
% cur_nam_st_hist can also be void in the event of their being no %
% current stack. %
% We also set up some signals which are made when the current stack %
% changes. These are used to alert centaur so it can update its %
% displayes. They can also be used to set the window stripe on an %
% xterm to the name of the current stack. They are also used to print %
% a fresh view of the stack when necessary. %
sigtype `stk_sig` `string`;;
sigtype `win_sig` `void`;;
let beg_stack_sig = newsig_stk_sig ();;
let end_stack_sig = newsig_stk_sig ();;
let set_stack_sig = newsig_stk_sig ();;
let psh_win_sig = newsig_win_sig ();;
let pop_win_sig = newsig_win_sig ();;
let cng_win_sig = newsig_win_sig ();;
begin_section tablesec;;
ptrtype `wshp` `window_stack history`;;
letref stack_table = [] : (string # window_stack history pointer) list;;
letref cur_nam_st_hist =
(inr ()) : ((string # window_stack history pointer) + void);;
let CURRENT_STACK (():void) =
(present (value (snd (outl cur_nam_st_hist))))
? failwith `CURRENT_STACK: no current stack`;;
let CURRENT_NAME (():void) =
(fst (outl cur_nam_st_hist))
? failwith `CURRENT_NAME: no current name`;;
let CURRENT_SHP (():void) =
(snd (outl cur_nam_st_hist)) ? failwith `no current stack`;;
% There are versions of all the history functions which side-effect the %
% current window_stack history. %
letref history_size = 20;;
let EPOCH s =
let the_stack = (CURRENT_SHP ()) in
store the_stack (epoch history_size s);;
let DO f =
let the_stack = (CURRENT_SHP ()) in
store the_stack (dodo f (value the_stack));;
let UNDO (():void) =
let the_stack = (CURRENT_SHP ()) in
let old_depth = depth_stack (present (value the_stack)) in
let new_depth = depth_stack (present (undo (value the_stack))) in
store the_stack (undo (value the_stack));
if old_depth = new_depth then
signal cng_win_sig ()
else if old_depth < new_depth then
signal psh_win_sig ()
else % old_depth > new_depth %
signal pop_win_sig ();;
let REDO (():void) =
let the_stack = (CURRENT_SHP ()) in
let old_depth = depth_stack (present (value the_stack)) in
let new_depth = depth_stack (present (redo (value the_stack))) in
store the_stack (redo (value the_stack));
if old_depth = new_depth then
signal cng_win_sig ()
else if old_depth < new_depth then
signal psh_win_sig ()
else % old_depth > new_depth %
signal pop_win_sig ();;
% Set the size of the history on all stacks. %
let SET_MAX_HIST size =
history_size := size;
map (\(_,shp). store shp (set_max_hist size (value shp))) stack_table;;
% Get the size of the history. %
let GET_MAX_HIST (():void) = history_size;;
% Start a new stack. %
% The new stack becomes the current stack. %
let BEGIN_STACK name relfoc hyps thms =
if mem name (map fst stack_table) then
failwith `BEGIN_STACK: stack exists`
else
(
cur_nam_st_hist := (inl (name, new_wshp ()));
EPOCH
(create_stack (create_win relfoc (rev hyps) (rev thms)));
stack_table := (outl cur_nam_st_hist).stack_table;
signal beg_stack_sig name
);;
% Dispose of a named stack. %
% If the named stack is the current stack, then the current stack %
% is left undefined. %
let END_STACK name =
if mem name (map fst stack_table) then
(
(
if ((name = (CURRENT_NAME ())) ? false) then
do (cur_nam_st_hist := (inr ()))
);
stack_table := filter ((\(n,_). not (n = name))) stack_table;
signal end_stack_sig name
)
else
failwith `END_STACK: no such stack`;;
% Set the current stack the the stack named. %
let SET_STACK name =
(
do
(
cur_nam_st_hist := inl (assoc name stack_table);
signal set_stack_sig name
)
) ? failwith `SET_STACK: no such stack`;;
% Return the named stack. %
let GET_STACK name =
(present (value (snd (assoc name stack_table))))
? failwith `GET_STACK: no such stack`;;
% The names of all the stacks. %
let ALL_STACKS (():void) = (map fst stack_table);;
(
CURRENT_STACK,
CURRENT_NAME,
DO,
UNDO,
REDO,
SET_MAX_HIST,
GET_MAX_HIST,
BEGIN_STACK,
END_STACK,
SET_STACK,
GET_STACK,
ALL_STACKS
);;
end_section tablesec;;
let (
CURRENT_STACK,
CURRENT_NAME,
DO,
UNDO,
REDO,
SET_MAX_HIST,
GET_MAX_HIST,
BEGIN_STACK,
END_STACK,
SET_STACK,
GET_STACK,
ALL_STACKS
) = it ;;
% Apply a opening basis to the stack to create a new window. %
let APPLY_OPEN p basis =
DO (open_window p basis);
signal psh_win_sig ();;
% Apply a window transforming function to the top of the stack. %
let APPLY_TRANSFORM f =
DO (change_window f);
signal cng_win_sig ();;
% Since life is no longer functional, you have to close windows after %
% you have finished with them. %
let CLOSE_WIN (():void) =
(DO close_window) ? failwith `CLOSE_WIN`;
signal pop_win_sig ();;
% Pops the top window of the current stack. %
let UNDO_WIN (():void) =
DO pop_window;
signal pop_win_sig ();;
% Stack based versions of the window opening commands. %
let GEN_OPEN_WIN p = APPLY_OPEN p gen_open_basis
and OPEN_WIN p = APPLY_OPEN (FOCUS_PATH p) open_win_basis
and OPEN_CONTEXT tm p = APPLY_OPEN (CONTEXT_PATH (tm,p)) open_context_basis
and ESTABLISH tm = APPLY_OPEN (CONTEXT_PATH (tm,[])) establish_basis;;
% Analogues of all the functional commands. %
let TOP_WIN (():void) = top_window (CURRENT_STACK ())
and BAD_CONJECTURES (():void) = bad_conjectures (CURRENT_STACK ());;
let TRANSFORM_WIN tr = APPLY_TRANSFORM (transform_win tr)
and MATCH_TRANSFORM_WIN tr = APPLY_TRANSFORM (match_transform_win tr)
and CONVERT_WIN c = APPLY_TRANSFORM (convert_win c)
and RULE_WIN inf = APPLY_TRANSFORM (rule_win inf)
and THM_RULE_WIN inf = APPLY_TRANSFORM (thm_rule_win inf)
and FOC_RULE_WIN inf = APPLY_TRANSFORM (foc_rule_win inf)
and TACTIC_WIN tac = APPLY_TRANSFORM (tactic_win tac)
and ADD_THEOREM th = APPLY_TRANSFORM (add_theorem th)
and ADD_SUPPOSE sup = APPLY_TRANSFORM (add_suppose sup)
and CONJECTURE tm = APPLY_TRANSFORM (conjecture tm);;
let FOCUS (():void) = focus (TOP_WIN ())
and LEMMA_THMS (():void) = lemma_thms (TOP_WIN ())
and WIN_THM (():void) = win_thm (TOP_WIN ());;
% Rewriting functions. %
let GEN_REWRITE_WIN rewrite_fun built_in_rewrites =
APPLY_TRANSFORM o (gen_rewrite_win rewrite_fun built_in_rewrites)
and PURE_REWRITE_WIN = APPLY_TRANSFORM o pure_rewrite_win
and REWRITE_WIN = APPLY_TRANSFORM o rewrite_win
and PURE_ONCE_REWRITE_WIN = APPLY_TRANSFORM o pure_once_rewrite_win
and ONCE_REWRITE_WIN = APPLY_TRANSFORM o once_rewrite_win
and PURE_ASM_REWRITE_WIN = APPLY_TRANSFORM o pure_asm_rewrite_win
and ASM_REWRITE_WIN = APPLY_TRANSFORM o asm_rewrite_win
and PURE_ONCE_ASM_REWRITE_WIN =
APPLY_TRANSFORM o pure_once_asm_rewrite_win
and ONCE_ASM_REWRITE_WIN = APPLY_TRANSFORM o once_asm_rewrite_win
and FILTER_PURE_ASM_REWRITE_WIN f =
APPLY_TRANSFORM o (filter_pure_asm_rewrite_win f)
and FILTER_ASM_REWRITE_WIN f =
APPLY_TRANSFORM o (filter_asm_rewrite_win f)
and FILTER_PURE_ONCE_ASM_REWRITE_WIN f =
APPLY_TRANSFORM o (filter_pure_once_asm_rewrite_win f)
and FILTER_ONCE_ASM_REWRITE_WIN f =
APPLY_TRANSFORM o (filter_once_asm_rewrite_win f);;
% Save the theorem on the top of the window stack. %
let SAVE_WIN_THM (():void) =
(save_thm (CURRENT_NAME (), WIN_THM ())) ? failwith `SAVE_WIN_THM`;;
% Print out the window stack. %
let PRINT_STACK (():void) = print_stack (CURRENT_STACK ());;
% Set up the signals so that they print out a fresh view of the stack %
% anytime something happens. %
handle beg_stack_sig (\_. PRINT_STACK ());;
handle set_stack_sig (\_. PRINT_STACK ());;
handle psh_win_sig PRINT_STACK;;
handle cng_win_sig PRINT_STACK;;
handle pop_win_sig PRINT_STACK;;
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