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parser.c
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parser.c
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#include <stdlib.h>
#include "parser.h"
//tokenValues are the syms, tokenTable stores the identifiers, and numberValues stores the numbers
//Everything is stored in respective indices i.e. tokenValues[3] is an identsym, then tokenTable[3] is the identifier
//Addition and subtraction and everything work. According to the grader, I shouldn't print errors automatically I guess?
//So if you maybe want to make an error function or something so that it only prints when you do the parser
//Constants apparently need to be read correctly, and the while loops and if statements need to be made to work
//The main issue is that I have no idea how to evaluate if an expression is true or not
int program()
{
errorI = 0;
i = 0; //The current index in the tokenValues
level = 0; //Tracks the current level
curr_symbol = 0;
cx = 0;
//Checks for a nulsyms
int j, error = 0;;
for (j = 0; j < tableSize; j++)
{
if (tokenValues[j] == nulsym)
{
addError(25);
error = 1;
}
}
//Checks for a period at the end
if (tokenValues[tableSize-1] != periodsym)
{
addError(9);
error = 1;
}
return block(error);
}
int block(int value)
{
int error = value;
int num_variables = 0;
//Finds constants in the beginning (not working)******
if (tokenValues[i] == constsym)
{
do
{
i++;
if (tokenValues[i] != identsym)
{
addError(4);
error = 1;
}
i++;
if (tokenValues[i] != eqsym)
{
if (tokenValues[i] == becomessym)
addError(1);
else
addError(3);
error = 1;
}
i++;
if (tokenValues[i] != numbersym)
{
addError(2);
error = 1;
}
i++;
enter(1, tokenTable[i-3], numberValues[i-1], 0);
} while (tokenValues[i] == commasym);
if (tokenValues[i] != semicolonsym)
{
addError(5);
error = 1;
}
i++;
}
//Finds ints in the beginning, there currently is storage of these
if (tokenValues[i] == intsym)
{
do
{
i++;
if (tokenValues[i] != identsym)
{
addError(4);
error = 1;
}
i++;
enter(2, tokenTable[i-1], level, num_variables+1);
num_variables++;
} while (tokenValues[i] == commasym);
if (tokenValues[i] != semicolonsym)
{
addError(5);
error = 1;
}
i++;
}
int tempcx;
//Finds procedures, currently does nothing and you don't need to mess with
while (tokenValues[i] == procsym)
{
i++;
if (tokenValues[i] != identsym)
{
addError(4);
error = 1;
}
enter(3, tokenTable[i], level, cx);
i++;
if (tokenValues[i] != semicolonsym)
{
addError(5);
error = 1;
}
i++;
tempcx = cx;
emit(jmp, 0, 0);
level++;
error = block(error);
if (tokenValues[i] != semicolonsym)
{
addError(5);
error = 1;
}
i++;
emit(opr, 0, 0);
}
code[tempcx].m = cx;
emit(inc, 0, num_variables+4); //Use to allocate space in the beggining of the AR
error = statement(error);
level--;
return error;
}
int statement(int value)
{
int error = value;
//Changes the values of ints (Works)
if (tokenValues[i] == identsym)
{
int j = find(tokenTable[i], level);
if (j == -1)
{
addError(11);
error = 1;
}
if (symbolType(j) != 2)
{
addError(12);
error = 1;
}
i++;
if (tokenValues[i] != becomessym)
{
addError(13);
error = 1;
}
i++;
error = expression(error);
emit(sto, level-symbolLevel(j), symbolAddress(j));
}
else if (tokenValues[i] == callsym) //Callsym, currently does nothing
{
i++;
if (tokenValues[i] != identsym)
{
addError(14);
error = 1;
}
else
{
int j = find(tokenTable[i], level);
if (j == -1)
{
addError(11);
error = 1;
}
if (symbolType(j) != 3)
{
addError(12);
error = 1;
}
emit(cal, level-symbolLevel(j), symbolAddress(j));
}
i++;
}
else if (tokenValues[i] == beginsym)
{
i++;
error = statement(error);
while (tokenValues[i] == semicolonsym)
{
i++;
error = statement(error);
}
if (tokenValues[i] != endsym)
{
addError(19);
error = 1;
}
i++;
}
else if (tokenValues[i] == ifsym) //If then statements, does not work!!!*******************
{
i++;
error = condition(error);
if (tokenValues[i] != thensym)
addError(16);
i++;
int ctemp = cx;
emit(jpc, 0, 0);
error = statement(error);
int ctemp2 = cx;
emit(jmp,0,0);
code[ctemp].m = cx;
if(tokenValues[i] == elsesym){
i++;
error = statement(error);
}
code[ctemp2].m = cx;
return error;
}
else if (tokenValues[i] == whilesym) //While, DOES NOT WORK****************
{
int cx1 = cx;
i++;
error = condition(error);
int cx2 = cx;
emit(jpc, 0, 0);
if (tokenValues[i] != dosym)
{
addError(18);
error = 1;
}
else
i++;
error = statement(error);
emit(jmp, 0, cx1);
code[cx2].m = cx;
}
else if(tokenValues[i] == writesym){
i++;
error = expression(error);
emit(sio,0,1);
}
else if(tokenValues[i] == readsym){
i++;
if(tokenValues[i] == identsym)
{
int j = find(tokenTable[i], level);
if(symbol_table[j].kind != 2)
addError(11);
else
{
emit(sio2,0,2);
emit(sto,symbol_table[j].level,symbol_table[j].addr);
}
}
i++;
}
return error;
}
//condition checks if there is relation operator but then did nothing with it
// now it emits the correct op code based on the realtion operator
int condition(int value)
{
int error = value;
int relop = nulsym;
if (tokenValues[i] == oddsym)
{
i++;
relop = tokenValues[i];
error = expression(error);
}
else
{
error = expression(error);
if ((tokenValues[i] != eqsym) &&
(tokenValues[i] != neqsym) &&
(tokenValues[i] != lessym) &&
(tokenValues[i] != leqsym) &&
(tokenValues[i] != gtrsym) &&
(tokenValues[i] != geqsym))
{
addError(20);
error = 1;
}
relop = tokenValues[i];;
i++;
error = expression(error);
switch(relop) {
case oddsym: // odd
emit(opr, 0, OPR_ODD);
break;
case eqsym: // =
emit(opr, 0, OPR_EQL);
break;
case neqsym: // <>
emit(opr, 0, OPR_NEQ);
break;
case lessym: // <
emit(opr, 0, OPR_LSS);
break;
case leqsym: // <=
emit(opr, 0, OPR_LEQ);
break;
case gtrsym: // >
emit(opr, 0, OPR_GTR);
break;
case geqsym: // >=
emit(opr, 0, OPR_GEQ);
break;
default:
break;
}
}
return error;
}
int expression(int value)
{
int error = value;
int addop;
if (tokenValues[i] == plussym || tokenValues[i]== minussym)
{
addop = tokenValues[i];
i++;
error = term(error);
if (addop == minussym)
emit(opr, 0, 1); //Instruction
}
else
error = term(error);
while (tokenValues[i] == plussym || tokenValues[i] == minussym)
{
addop = tokenValues[i];
i++;
error = term(error);
if (addop == plussym)
emit(opr, 0, 2); //instruction
else
emit(opr, 0, 3); //Instruction
}
return error;
}
int term(int value)
{
int mulop;
int error = value;
error = factor(error);
while (tokenValues[i] == multsym || tokenValues[i] == slashsym)
{
mulop = tokenValues[i];
i++;
error = factor(error);
if (mulop == multsym)
emit(opr, 0, 4); //Instruction
else
emit(opr, 0, 5); //Instruction
}
return error;
}
int factor(int value)
{
int error = value;
if (tokenValues[i] == identsym)
{
emit(lod, level-symbolLevel(find(tokenTable[i], level)), symbol_table[find(tokenTable[i], level)].addr);
i++;
}
else if (tokenValues[i] == numbersym)
{
emit(lit, 0, numberValues[i]);
i++;
}
else if (tokenValues[i] == lparentsym)
{
i++;
error = expression(error);
if (tokenValues[i] != rparentsym)
{
addError(22);
error = 1;
}
i++;
}
else
{
addError(23);
error = 1;
}
return error;
}
void enter(int type, char* name, int params, int addr)
{
symbol_table[curr_symbol].kind = type;
strcpy(symbol_table[curr_symbol].name, name);
switch (type)
{
case 1:
symbol_table[curr_symbol].val = params;
break;
case 2:
symbol_table[curr_symbol].level = params;
symbol_table[curr_symbol].addr = addr+3;
break;
case 3:
symbol_table[curr_symbol].level = params;
symbol_table[curr_symbol].addr = addr+1;
break;
}
curr_symbol++;
}
void emit(int op, int l, int m)
{
code[cx].op = op; //opcode
code[cx].l = l; // lexicographical level
code[cx].m = m; // modifier
cx++;
}
int find(char ident[10], int level)
{
int j;
int temp = -1;
for (j = 0; j < curr_symbol; j++)
{
if (strcmp(ident, symbol_table[j].name) == 0)
return j;
}
return -1;
}
int symbolType(int index)
{
return symbol_table[index].kind;
}
int symbolLevel(int index)
{
return symbol_table[index].level;
}
int symbolAddress(int index)
{
return symbol_table[index].addr;
}
void addError(int num)
{
errors[errorI] = num;
errorI++;
}