c expression Evaluator

a 夏天 提交于 2019-11-27 07:54:35

I tried to write the most compact C code for this bool expression evaluation problem. Here is my final code:

EDIT: deleted

Here is the added negation handling:

EDIT: test code added

char *eval( char *expr, int *res ){
  enum { LEFT, OP1, MID, OP2, RIGHT } state = LEFT;
  enum { AND, OR } op;
  int mid=0, tmp=0, NEG=0;

  for( ; ; expr++, state++, NEG=0 ){
    for( ;; expr++ )
         if( *expr == '!'     ) NEG = !NEG;
    else if( *expr != ' '     ) break;

         if( *expr == '0'     ){ tmp  =  NEG; }
    else if( *expr == '1'     ){ tmp  = !NEG; }
    else if( *expr == 'A'     ){ op   = AND; expr+=2; }
    else if( *expr == '&'     ){ op   = AND; expr+=1; }
    else if( *expr == 'O'     ){ op   = OR;  expr+=1; }
    else if( *expr == '|'     ){ op   = OR;  expr+=1; }
    else if( *expr == '('     ){ expr = eval( expr+1, &tmp ); if(NEG) tmp=!tmp; }
    else if( *expr == '\0' ||
             *expr == ')'     ){ if(state == OP2) *res |= mid; return expr; }

         if( state == LEFT               ){ *res  = tmp;               }
    else if( state == MID   && op == OR  ){  mid  = tmp;               }
    else if( state == MID   && op == AND ){ *res &= tmp; state = LEFT; }
    else if( state == OP2   && op == OR  ){ *res |= mid; state = OP1;  }
    else if( state == RIGHT              ){  mid &= tmp; state = MID;  }
  }
}

Testing:

#include <stdio.h> 

void test( char *expr, int exprval ){
  int result;
  eval( expr, &result );
  printf("expr: '%s' result: %i  %s\n",expr,result,result==exprval?"OK":"FAILED");
}
#define TEST(x)   test( #x, x ) 

#define AND       && 
#define OR        || 

int main(void){
  TEST( ((( 1 AND 0 AND 0) OR 1) AND ((0 OR 1) AND 1)) );
  TEST( !(0 OR (1 AND 0)) OR !1 AND 0 );
}

You can embed lua in your program and then invoke it's interpreter to evaluate the expression.

It's easy enough to roll your own recursive descent parser for simple expressions like these.

I has similar program around that implement recursive-decent parser so I brush it up and here it is.

 #include <stdio.h>
 #include <stdlib.h>

int doOR(int pOprd1, int pOprd2) { if (pOprd1 == -1) return pOprd2; return pOprd1 || pOprd2; } int doAND(int pOprd1, int pOprd2) { if (pOprd1 == -1) return pOprd2; return pOprd1 && pOprd2; } int doProcess(char pOpert, int pOprd1, int pOprd2) { if (pOpert == '0') return pOprd2; if (pOpert == 'O') return doOR (pOprd1, pOprd2); if (pOpert == 'A') return doAND(pOprd1, pOprd2); puts("Unknown Operator!!!"); exit(-1); } int* doParse(char pStr, int pStart) { char C; int i = pStart; int Value = -1; char Operator = '0'; for(; (C = pStr[i]) != 0; i++) { if (C == '0') { Value = doProcess(Operator, Value, 0); continue; } if (C == '1') { Value = doProcess(Operator, Value, 1); continue; } if (C == ' ') continue; if (C == ')') { int aReturn; aReturn = malloc(2*sizeof aReturn); aReturn[0] = Value; aReturn[1] = i + 1; return aReturn; } if (C == '(') { int * aResult = doParse(pStr, i + 1); Value = doProcess(Operator, Value, aResult[0]); i = aResult[1]; if (pStr[i] == 0) break; continue; } if ((C == 'A') && ((pStr[i + 1] == 'N') && (pStr[i + 2] == 'D'))) { if ((Operator == '0') || (Operator == 'A')) { Operator = 'A'; i += 2; continue; } else { puts("Mix Operators are not allowed (AND)!!!"); exit(-1); } } if ((C == 'O') && (pStr[i + 1] == 'R')) { if ((Operator == '0') || (Operator == 'O')) { Operator = 'O'; i += 1; continue; } else { puts("Mix Operators are not allowed (OR)!!!"); exit(-1); } } printf("Unknown character: '%c (\"%s\"[%d])'!!!", C, pStr, i); exit(-1); } int* aReturn; aReturn = malloc(2*sizeof aReturn); aReturn[0] = Value; aReturn[1] = i; return aReturn; }

And this is a test code:

int main(void) {
    char* aExpr   = "1";
    int*  aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "0";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "1 AND 0";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "1 AND 1";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "0 OR 0 OR 0";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "1 OR 0 OR 0";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "1 OR 1 OR 0";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "(1 OR 0)";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "(0 OR 0)";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    aExpr   = "((( 1 AND 0 AND 0) OR 1) AND ((0 OR 1) AND 1))";
    aResult = doParse(aExpr, 0);
    printf("%s = %d\n", aExpr, ((int*)aResult)[0]);
    free(aResult);
    puts("DONE!!!");
    return EXIT_SUCCESS;
}

This is fun :-D.

I believe Lex and Yacc are still the best tools for simple parsing tasks like this.

A while ago, I wrote a complete C expression evaluator (i.e. evaluated expressions written using C syntax) for a command line processor and scripting language on an embedded system. I used this description of the algorithm as a starting point. You could use the accompanying code directly, but I did not like the implementation, and wrote my own from the algorithm description. It needed some work to support all C operators, function calls, and variables, but is a clear explanation and therefore a good starting point, especially if you don't need that level of completeness.

The basic principle is that expression evaluation is easier for a computer using a stack and 'Reverse Polish Notation', so the algorithm converts a in-fix notation expression with associated order of precedence and parentheses to RPN, and then evaluates it by popping operands, performing operations, and pushing results, until there are no operations left and one value left on the stack.

Writing an expression parser is easy in principle, but takes a fair amount of effort.

Here's a basic to-down recursive-descent expression parser I wrote in Java: http://david.tribble.com/src/java/tribble/parse/sql/QueryParser.java http://david.tribble.com/src/java/tribble/parse/sql/ExprLexer.java http://david.tribble.com/src/java/tribble/parse/sql/ExprLexer.java http://david.tribble.com/docs/tribble/parse/sql/package-summary.html

This may not be exactly what you're looking for, but it will give you an idea of what you need.

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