newrpl/symbolic.c

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#include "newrpl.h"
#include "libraries.h"
// GLOBAL SUPPORT FUNCTIONS FOR SYMBOLICS
/*
* Copyright (c) 2014, Claudio Lapilli and the newRPL Team
* All rights reserved.
* This file is released under the 3-clause BSD license.
* See the file LICENSE.txt that shipped with this distribution.
*/
/* COMPILING A SYMBOLIC:
*
* Compiler will switch to infix mode with the return value: OK_STARTCONSTRUCT_INFIX
* And will return to RPN on ENDCONSTRUCT.
*
* In infix mode, the compiler sends OPCODE_MAXTOKEN to all libraries.
* Libraries must determine if the token string starts with a token provided by the library.
* Libraries reply with OK_TOKENINFO + MKTOKENINFO(precedence,nargs,length), with length=maximum
* number of characters that the compiled token will absorb (length<=TokenLen)
* At the same time, libraries must return the precedence of the compiled token they detected and
* the number of arguments that this operator/function needs from the stack, and whether it is left
* or right associative.
* The compiler will choose the library that absorbs the most characters, will split the token
* and pass the new token to the library to compile using OPCODE_COMPILE.
*
*
*/
/* Operators precedence should be:
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31= BRACKETS/PARENTHESIS
16 = OVR_EVAL, OVR_XEQ
12= OVR_OR
11= OVR_XOR
10= OVR_AND
9= OVR_EQ, OVR_NOTEQ, OVR_SAME
8= OVR_LT OVR_GT OVR_LTE OVR_GTE
6= OVR_ADD, OVR_SUB
5= OVR_MUL,OVR_DIV,OVR_INV
4= OVR_NEG, OVR_ISTRUE, OVR_NOT
3= OVR_ABS,OVR_POW
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2 = ALL OTHER FUNCTIONS AND COMMANDS
1 = COMPLEX IDENT
1 = REAL IDENTS
1 = CONSTANT IDENT
1 = COMPOSITE OBJECT
1 = NUMERIC TYPES
*/
// RETURN THE OPCODE OF THE MAIN OPERATOR OF THE SYMBOLIC,
// OR ZERO IF AN ATOMIC OBJECT
// ABLE TO DIG THROUGH MULTIPLE LAYERS OF DOSYMB WRAPPING
WORD rplSymbMainOperator(WORDPTR symbolic)
{
WORDPTR endptr=rplSkipOb(symbolic);
while( (ISSYMBOLIC(*(symbolic+1))) && ((symbolic+1)<endptr)) ++symbolic;
if(symbolic+1>=endptr) return 0;
if(!ISPROLOG(*(symbolic+1))) return *(symbolic+1);
return 0;
}
// PEEL OFF USELESS LAYERS OF DOSYMB WRAPPING
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// DO NOT CALL FOR ANY OBJECTS OTHER THAN A SYMBOLIC
// NO ARGUMENT CHECKS
WORDPTR rplSymbUnwrap(WORDPTR symbolic)
{
WORDPTR endptr=rplSkipOb(symbolic);
while( (ISSYMBOLIC(*(symbolic+1))) && ((symbolic+1)<endptr)) ++symbolic;
if(symbolic+1>=endptr) return 0;
return symbolic;
}
// RETURN 1 IF THE OBJECT IS ALLOWED WITHIN A SYMBOLIC, OTHERWISE 0
BINT rplIsAllowedInSymb(WORDPTR object)
{
// CALL THE GETINFO OPCODE TO SEE IF IT'S ALLOWED
LIBHANDLER handler=rplGetLibHandler(LIBNUM(*object));
WORD savedopcode=CurOpcode;
// ARGUMENTS TO PASS TO THE HANDLER
DecompileObject=object;
RetNum=-1;
CurOpcode=MKOPCODE(LIBNUM(*object),OPCODE_GETINFO);
if(handler) (*handler)();
// RESTORE ORIGINAL OPCODE
CurOpcode=savedopcode;
if(RetNum>OK_TOKENINFO) {
if(TI_TYPE(RetNum)==TITYPE_NOTALLOWED) return 0;
return 1;
}
return 0;
}
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// TAKE 'nargs' ITEMS FROM THE STACK AND APPLY THE OPERATOR OPCODE
// LEAVE THE NEW SYMBOLIC OBJECT IN THE STACK
// NO ARGUMENT CHECKS!
void rplSymbApplyOperator(WORD Opcode,BINT nargs)
{
BINT f;
WORDPTR obj,ptr;
BINT size=0;
for(f=1;f<=nargs;++f) {
obj=rplPeekData(f);
if(ISSYMBOLIC(*obj)) obj=rplSymbUnwrap(obj);
size+=rplObjSize(obj);
}
size+=1;
WORDPTR newobject=rplAllocTempOb(size);
if(!newobject) return;
newobject[0]=MKPROLOG(DOSYMB,size);
newobject[1]=Opcode;
ptr=newobject+2;
for(f=nargs;f>0;--f) {
obj=rplPeekData(f);
if(ISSYMBOLIC(*obj)) obj=rplSymbUnwrap(obj);
else {
// CHECK IF IT'S ALLOWED IN SYMBOLICS
LIBHANDLER han=rplGetLibHandler(LIBNUM(*obj));
WORD savedopc=CurOpcode;
CurOpcode=MKOPCODE(LIBNUM(*obj),OPCODE_GETINFO);
RetNum=-1;
if(han) (*han)();
CurOpcode=savedopc;
if(RetNum>OK_TOKENINFO) {
if(TI_TYPE(RetNum)==TITYPE_NOTALLOWED) {
Exceptions|=EX_BADARGTYPE;
ExceptionPointer=IPtr;
return;
}
}
else {
Exceptions|=EX_BADARGTYPE;
ExceptionPointer=IPtr;
return;
}
}
rplCopyObject(ptr,obj);
// REPLACE QUOTED IDENT WITH UNQUOTED ONES FOR SYMBOLIC OBJECTS
if(LIBNUM(*ptr)==DOIDENT) *ptr=MKPROLOG(DOIDENTEVAL,OBJSIZE(*ptr));
ptr=rplSkipOb(ptr);
}
rplDropData(nargs-1);
rplOverwriteData(1,newobject);
}
// CHANGE THE SYMBOLIC TO CANONICAL FORM.
// CANONICAL FORM APPLIES THE FOLLOWING RULES:
// SUBTRACTION AND DIVISION ARE FOLDED INTO ADDITION AND MULTIPLICATION WITH NEG() AND INV()
// SUCCESSIVE ADDITION AND MULTIPLICATION LISTS ARE FLATTENED
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// NEGATIVE NUMBERS ARE REPLACED WITH UNARY MINUS AND POSITIVE ONES.
// NEG() OPERATOR IS REPLACED WITH UMINUS
// ALL NUMERICAL TERMS ARE ADDED TOGETHER
// ALL NUMERICAL FACTORS IN THE NUMERATOR ARE MULTIPLIED TOGETHER
// ALL NUMERICAL FACTORS IN THE DENOMINATOR ARE MULTIPLIED TOGETHER
// SYMBOLIC FRACTIONS ARE REDUCED