Evaluating Arithmetic Expression Using Recursion in C









up vote
0
down vote

favorite












Here's an algorithm for evaluating an arithmetic expression using recursion:



  • Find operand1

  • t1 = Eval(operand1)

  • Find operand2

  • t2 = Eval(operand2)

  • Apply operator on t1 and t2

Assumptions:



  • each operand is between two operators

  • there are only binary operations


  • for each operation, there are parentheses (including outermost parentheses)


Input:



  • array of tokens representing an arithmetic expression


  • num_tokens is the number of tokens


Sample array of tokens: "(", "9", "+", "(", "50", "-", "25", ")", ")"



I tried to implement the algorithm but my program doesn't run (exit status -1 is the only message I get). Why is that happening?



int apply(char op, int a, int b) 
if (op == '+')
printf("%d %c %dn", a,op,b);
return a + b;

else if (op == '-')
printf("%d %c %dn", a,op,b);
return a - b;

else if(op == '/')
printf("%d %c %dn", a,op,b);
return a / b;

else if(op == '*')
printf("%d %c %dn", a,op,b);
return a * b;



int eval_tokens(char** expression, int num_tokens)

// implement me
int index;
int opIndex = find_operator(expression, num_tokens); //find index of operator
int count1=0,count2=0,term1,term2,i,j;

if(*expression[0] == '(')
i = 1;
else
i = 0;

while(i <= opIndex)
i++;
count1++;


term1 = eval_tokens(expression+1,count1);

j = opIndex+1;
while(j < num_tokens)
count2++;
j++;


term2 = eval_tokens(expression+opIndex+1,count2); //expression+opIndex+1 points to index after opIndex
return apply(*expression[opIndex], term1, term2);


int main(void)
char*expression = "(", "(", "5", "+", "3", ")", "-", "(", "2", "+", "1", ")", ")";
printf("result = %dn", eval_tokens(expression, 13));
return 0;










share|improve this question























  • **expression serves as stack (queue actually). If it is infix on solely binary operators, the order is.. (1) take LHS operand from expression "stack" using a recursive call, (2) take the operand from stack, (3) take RHS operand from stack and evaluate then.
    – Stephan Lechner
    Nov 11 at 20:02











  • Well, the main problem with your program is that it's missing a main function.
    – melpomene
    Nov 11 at 20:04










  • @melpomene I did have a main function while testing. I'll add it to my question.
    – vxssx
    Nov 11 at 20:05










  • @StephanLechner How do I "take" from the expression "stack"?
    – vxssx
    Nov 11 at 20:10










  • @StephanLechner I tried using term1 = infix_eval_tokens(expression+1,count1); to take the left operand and term2 = infix_eval_tokens(expression+opIndex+1,count2); to take the right operand but it doesn't seem to work.
    – vxssx
    Nov 11 at 20:17














up vote
0
down vote

favorite












Here's an algorithm for evaluating an arithmetic expression using recursion:



  • Find operand1

  • t1 = Eval(operand1)

  • Find operand2

  • t2 = Eval(operand2)

  • Apply operator on t1 and t2

Assumptions:



  • each operand is between two operators

  • there are only binary operations


  • for each operation, there are parentheses (including outermost parentheses)


Input:



  • array of tokens representing an arithmetic expression


  • num_tokens is the number of tokens


Sample array of tokens: "(", "9", "+", "(", "50", "-", "25", ")", ")"



I tried to implement the algorithm but my program doesn't run (exit status -1 is the only message I get). Why is that happening?



int apply(char op, int a, int b) 
if (op == '+')
printf("%d %c %dn", a,op,b);
return a + b;

else if (op == '-')
printf("%d %c %dn", a,op,b);
return a - b;

else if(op == '/')
printf("%d %c %dn", a,op,b);
return a / b;

else if(op == '*')
printf("%d %c %dn", a,op,b);
return a * b;



int eval_tokens(char** expression, int num_tokens)

// implement me
int index;
int opIndex = find_operator(expression, num_tokens); //find index of operator
int count1=0,count2=0,term1,term2,i,j;

if(*expression[0] == '(')
i = 1;
else
i = 0;

while(i <= opIndex)
i++;
count1++;


term1 = eval_tokens(expression+1,count1);

j = opIndex+1;
while(j < num_tokens)
count2++;
j++;


term2 = eval_tokens(expression+opIndex+1,count2); //expression+opIndex+1 points to index after opIndex
return apply(*expression[opIndex], term1, term2);


int main(void)
char*expression = "(", "(", "5", "+", "3", ")", "-", "(", "2", "+", "1", ")", ")";
printf("result = %dn", eval_tokens(expression, 13));
return 0;










share|improve this question























  • **expression serves as stack (queue actually). If it is infix on solely binary operators, the order is.. (1) take LHS operand from expression "stack" using a recursive call, (2) take the operand from stack, (3) take RHS operand from stack and evaluate then.
    – Stephan Lechner
    Nov 11 at 20:02











  • Well, the main problem with your program is that it's missing a main function.
    – melpomene
    Nov 11 at 20:04










  • @melpomene I did have a main function while testing. I'll add it to my question.
    – vxssx
    Nov 11 at 20:05










  • @StephanLechner How do I "take" from the expression "stack"?
    – vxssx
    Nov 11 at 20:10










  • @StephanLechner I tried using term1 = infix_eval_tokens(expression+1,count1); to take the left operand and term2 = infix_eval_tokens(expression+opIndex+1,count2); to take the right operand but it doesn't seem to work.
    – vxssx
    Nov 11 at 20:17












up vote
0
down vote

favorite









up vote
0
down vote

favorite











Here's an algorithm for evaluating an arithmetic expression using recursion:



  • Find operand1

  • t1 = Eval(operand1)

  • Find operand2

  • t2 = Eval(operand2)

  • Apply operator on t1 and t2

Assumptions:



  • each operand is between two operators

  • there are only binary operations


  • for each operation, there are parentheses (including outermost parentheses)


Input:



  • array of tokens representing an arithmetic expression


  • num_tokens is the number of tokens


Sample array of tokens: "(", "9", "+", "(", "50", "-", "25", ")", ")"



I tried to implement the algorithm but my program doesn't run (exit status -1 is the only message I get). Why is that happening?



int apply(char op, int a, int b) 
if (op == '+')
printf("%d %c %dn", a,op,b);
return a + b;

else if (op == '-')
printf("%d %c %dn", a,op,b);
return a - b;

else if(op == '/')
printf("%d %c %dn", a,op,b);
return a / b;

else if(op == '*')
printf("%d %c %dn", a,op,b);
return a * b;



int eval_tokens(char** expression, int num_tokens)

// implement me
int index;
int opIndex = find_operator(expression, num_tokens); //find index of operator
int count1=0,count2=0,term1,term2,i,j;

if(*expression[0] == '(')
i = 1;
else
i = 0;

while(i <= opIndex)
i++;
count1++;


term1 = eval_tokens(expression+1,count1);

j = opIndex+1;
while(j < num_tokens)
count2++;
j++;


term2 = eval_tokens(expression+opIndex+1,count2); //expression+opIndex+1 points to index after opIndex
return apply(*expression[opIndex], term1, term2);


int main(void)
char*expression = "(", "(", "5", "+", "3", ")", "-", "(", "2", "+", "1", ")", ")";
printf("result = %dn", eval_tokens(expression, 13));
return 0;










share|improve this question















Here's an algorithm for evaluating an arithmetic expression using recursion:



  • Find operand1

  • t1 = Eval(operand1)

  • Find operand2

  • t2 = Eval(operand2)

  • Apply operator on t1 and t2

Assumptions:



  • each operand is between two operators

  • there are only binary operations


  • for each operation, there are parentheses (including outermost parentheses)


Input:



  • array of tokens representing an arithmetic expression


  • num_tokens is the number of tokens


Sample array of tokens: "(", "9", "+", "(", "50", "-", "25", ")", ")"



I tried to implement the algorithm but my program doesn't run (exit status -1 is the only message I get). Why is that happening?



int apply(char op, int a, int b) 
if (op == '+')
printf("%d %c %dn", a,op,b);
return a + b;

else if (op == '-')
printf("%d %c %dn", a,op,b);
return a - b;

else if(op == '/')
printf("%d %c %dn", a,op,b);
return a / b;

else if(op == '*')
printf("%d %c %dn", a,op,b);
return a * b;



int eval_tokens(char** expression, int num_tokens)

// implement me
int index;
int opIndex = find_operator(expression, num_tokens); //find index of operator
int count1=0,count2=0,term1,term2,i,j;

if(*expression[0] == '(')
i = 1;
else
i = 0;

while(i <= opIndex)
i++;
count1++;


term1 = eval_tokens(expression+1,count1);

j = opIndex+1;
while(j < num_tokens)
count2++;
j++;


term2 = eval_tokens(expression+opIndex+1,count2); //expression+opIndex+1 points to index after opIndex
return apply(*expression[opIndex], term1, term2);


int main(void)
char*expression = "(", "(", "5", "+", "3", ")", "-", "(", "2", "+", "1", ")", ")";
printf("result = %dn", eval_tokens(expression, 13));
return 0;







c recursion calculator






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Nov 15 at 0:39

























asked Nov 11 at 19:53









vxssx

134




134











  • **expression serves as stack (queue actually). If it is infix on solely binary operators, the order is.. (1) take LHS operand from expression "stack" using a recursive call, (2) take the operand from stack, (3) take RHS operand from stack and evaluate then.
    – Stephan Lechner
    Nov 11 at 20:02











  • Well, the main problem with your program is that it's missing a main function.
    – melpomene
    Nov 11 at 20:04










  • @melpomene I did have a main function while testing. I'll add it to my question.
    – vxssx
    Nov 11 at 20:05










  • @StephanLechner How do I "take" from the expression "stack"?
    – vxssx
    Nov 11 at 20:10










  • @StephanLechner I tried using term1 = infix_eval_tokens(expression+1,count1); to take the left operand and term2 = infix_eval_tokens(expression+opIndex+1,count2); to take the right operand but it doesn't seem to work.
    – vxssx
    Nov 11 at 20:17
















  • **expression serves as stack (queue actually). If it is infix on solely binary operators, the order is.. (1) take LHS operand from expression "stack" using a recursive call, (2) take the operand from stack, (3) take RHS operand from stack and evaluate then.
    – Stephan Lechner
    Nov 11 at 20:02











  • Well, the main problem with your program is that it's missing a main function.
    – melpomene
    Nov 11 at 20:04










  • @melpomene I did have a main function while testing. I'll add it to my question.
    – vxssx
    Nov 11 at 20:05










  • @StephanLechner How do I "take" from the expression "stack"?
    – vxssx
    Nov 11 at 20:10










  • @StephanLechner I tried using term1 = infix_eval_tokens(expression+1,count1); to take the left operand and term2 = infix_eval_tokens(expression+opIndex+1,count2); to take the right operand but it doesn't seem to work.
    – vxssx
    Nov 11 at 20:17















**expression serves as stack (queue actually). If it is infix on solely binary operators, the order is.. (1) take LHS operand from expression "stack" using a recursive call, (2) take the operand from stack, (3) take RHS operand from stack and evaluate then.
– Stephan Lechner
Nov 11 at 20:02





**expression serves as stack (queue actually). If it is infix on solely binary operators, the order is.. (1) take LHS operand from expression "stack" using a recursive call, (2) take the operand from stack, (3) take RHS operand from stack and evaluate then.
– Stephan Lechner
Nov 11 at 20:02













Well, the main problem with your program is that it's missing a main function.
– melpomene
Nov 11 at 20:04




Well, the main problem with your program is that it's missing a main function.
– melpomene
Nov 11 at 20:04












@melpomene I did have a main function while testing. I'll add it to my question.
– vxssx
Nov 11 at 20:05




@melpomene I did have a main function while testing. I'll add it to my question.
– vxssx
Nov 11 at 20:05












@StephanLechner How do I "take" from the expression "stack"?
– vxssx
Nov 11 at 20:10




@StephanLechner How do I "take" from the expression "stack"?
– vxssx
Nov 11 at 20:10












@StephanLechner I tried using term1 = infix_eval_tokens(expression+1,count1); to take the left operand and term2 = infix_eval_tokens(expression+opIndex+1,count2); to take the right operand but it doesn't seem to work.
– vxssx
Nov 11 at 20:17




@StephanLechner I tried using term1 = infix_eval_tokens(expression+1,count1); to take the left operand and term2 = infix_eval_tokens(expression+opIndex+1,count2); to take the right operand but it doesn't seem to work.
– vxssx
Nov 11 at 20:17












1 Answer
1






active

oldest

votes

















up vote
1
down vote



accepted










To use str (or expression) as stack from which you can take items off, I'd make these arguments "modifyable" in the recursive function. Therefore, you could introduce a second function int eval_tokens_recursive(char*** expression, int *num_tokens), which has one more level of indirection and may actually "take items from the stack" by altering the arguments' values.



The code could look as follows. Hope it helps.



int eval_tokens_recursive(char*** expression, int *num_tokens) 

char *token = **expression;
if (*num_tokens == 0)
printf("expecting more tokens.n");
exit(1);

if (*token == '(') // begin of expression?
(*expression)++; // skip opening brace
(*num_tokens)--;

// lhs
int lhs = eval_tokens_recursive(expression, num_tokens);

// operand
char operand = ***expression;
(*expression)++;
(*num_tokens)--;

// rhs
int rhs = eval_tokens_recursive(expression, num_tokens);

(*expression)++; // skip closing brace
(*num_tokens)--;

switch (operand)
case '+':
return lhs + rhs;
case '-':
return lhs - rhs;
case '*':
return lhs * rhs;
case '/':
return lhs / rhs;
default:
return 0;


else // not an expression; must be a numeric token
int operand;
if (sscanf(token, "%2d", &operand) != 1)
printf("expecting numeric value; cannot parse %s.n", token);
exit(1);

(*expression)++;
(*num_tokens)--;
return operand;




int eval_tokens(char** expression, int num_tokens)
return eval_tokens_recursive(&expression, &num_tokens);


int main()

char *expressions = "(", "9", "+", "(", "50", "-", "25", ")", ")";

int result = eval_tokens(expressions, 9);

printf("result: %dn", result);







share|improve this answer






















  • Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
    – vxssx
    Nov 11 at 21:25











  • I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
    – Stephan Lechner
    Nov 11 at 22:44










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1 Answer
1






active

oldest

votes








1 Answer
1






active

oldest

votes









active

oldest

votes






active

oldest

votes








up vote
1
down vote



accepted










To use str (or expression) as stack from which you can take items off, I'd make these arguments "modifyable" in the recursive function. Therefore, you could introduce a second function int eval_tokens_recursive(char*** expression, int *num_tokens), which has one more level of indirection and may actually "take items from the stack" by altering the arguments' values.



The code could look as follows. Hope it helps.



int eval_tokens_recursive(char*** expression, int *num_tokens) 

char *token = **expression;
if (*num_tokens == 0)
printf("expecting more tokens.n");
exit(1);

if (*token == '(') // begin of expression?
(*expression)++; // skip opening brace
(*num_tokens)--;

// lhs
int lhs = eval_tokens_recursive(expression, num_tokens);

// operand
char operand = ***expression;
(*expression)++;
(*num_tokens)--;

// rhs
int rhs = eval_tokens_recursive(expression, num_tokens);

(*expression)++; // skip closing brace
(*num_tokens)--;

switch (operand)
case '+':
return lhs + rhs;
case '-':
return lhs - rhs;
case '*':
return lhs * rhs;
case '/':
return lhs / rhs;
default:
return 0;


else // not an expression; must be a numeric token
int operand;
if (sscanf(token, "%2d", &operand) != 1)
printf("expecting numeric value; cannot parse %s.n", token);
exit(1);

(*expression)++;
(*num_tokens)--;
return operand;




int eval_tokens(char** expression, int num_tokens)
return eval_tokens_recursive(&expression, &num_tokens);


int main()

char *expressions = "(", "9", "+", "(", "50", "-", "25", ")", ")";

int result = eval_tokens(expressions, 9);

printf("result: %dn", result);







share|improve this answer






















  • Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
    – vxssx
    Nov 11 at 21:25











  • I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
    – Stephan Lechner
    Nov 11 at 22:44














up vote
1
down vote



accepted










To use str (or expression) as stack from which you can take items off, I'd make these arguments "modifyable" in the recursive function. Therefore, you could introduce a second function int eval_tokens_recursive(char*** expression, int *num_tokens), which has one more level of indirection and may actually "take items from the stack" by altering the arguments' values.



The code could look as follows. Hope it helps.



int eval_tokens_recursive(char*** expression, int *num_tokens) 

char *token = **expression;
if (*num_tokens == 0)
printf("expecting more tokens.n");
exit(1);

if (*token == '(') // begin of expression?
(*expression)++; // skip opening brace
(*num_tokens)--;

// lhs
int lhs = eval_tokens_recursive(expression, num_tokens);

// operand
char operand = ***expression;
(*expression)++;
(*num_tokens)--;

// rhs
int rhs = eval_tokens_recursive(expression, num_tokens);

(*expression)++; // skip closing brace
(*num_tokens)--;

switch (operand)
case '+':
return lhs + rhs;
case '-':
return lhs - rhs;
case '*':
return lhs * rhs;
case '/':
return lhs / rhs;
default:
return 0;


else // not an expression; must be a numeric token
int operand;
if (sscanf(token, "%2d", &operand) != 1)
printf("expecting numeric value; cannot parse %s.n", token);
exit(1);

(*expression)++;
(*num_tokens)--;
return operand;




int eval_tokens(char** expression, int num_tokens)
return eval_tokens_recursive(&expression, &num_tokens);


int main()

char *expressions = "(", "9", "+", "(", "50", "-", "25", ")", ")";

int result = eval_tokens(expressions, 9);

printf("result: %dn", result);







share|improve this answer






















  • Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
    – vxssx
    Nov 11 at 21:25











  • I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
    – Stephan Lechner
    Nov 11 at 22:44












up vote
1
down vote



accepted







up vote
1
down vote



accepted






To use str (or expression) as stack from which you can take items off, I'd make these arguments "modifyable" in the recursive function. Therefore, you could introduce a second function int eval_tokens_recursive(char*** expression, int *num_tokens), which has one more level of indirection and may actually "take items from the stack" by altering the arguments' values.



The code could look as follows. Hope it helps.



int eval_tokens_recursive(char*** expression, int *num_tokens) 

char *token = **expression;
if (*num_tokens == 0)
printf("expecting more tokens.n");
exit(1);

if (*token == '(') // begin of expression?
(*expression)++; // skip opening brace
(*num_tokens)--;

// lhs
int lhs = eval_tokens_recursive(expression, num_tokens);

// operand
char operand = ***expression;
(*expression)++;
(*num_tokens)--;

// rhs
int rhs = eval_tokens_recursive(expression, num_tokens);

(*expression)++; // skip closing brace
(*num_tokens)--;

switch (operand)
case '+':
return lhs + rhs;
case '-':
return lhs - rhs;
case '*':
return lhs * rhs;
case '/':
return lhs / rhs;
default:
return 0;


else // not an expression; must be a numeric token
int operand;
if (sscanf(token, "%2d", &operand) != 1)
printf("expecting numeric value; cannot parse %s.n", token);
exit(1);

(*expression)++;
(*num_tokens)--;
return operand;




int eval_tokens(char** expression, int num_tokens)
return eval_tokens_recursive(&expression, &num_tokens);


int main()

char *expressions = "(", "9", "+", "(", "50", "-", "25", ")", ")";

int result = eval_tokens(expressions, 9);

printf("result: %dn", result);







share|improve this answer














To use str (or expression) as stack from which you can take items off, I'd make these arguments "modifyable" in the recursive function. Therefore, you could introduce a second function int eval_tokens_recursive(char*** expression, int *num_tokens), which has one more level of indirection and may actually "take items from the stack" by altering the arguments' values.



The code could look as follows. Hope it helps.



int eval_tokens_recursive(char*** expression, int *num_tokens) 

char *token = **expression;
if (*num_tokens == 0)
printf("expecting more tokens.n");
exit(1);

if (*token == '(') // begin of expression?
(*expression)++; // skip opening brace
(*num_tokens)--;

// lhs
int lhs = eval_tokens_recursive(expression, num_tokens);

// operand
char operand = ***expression;
(*expression)++;
(*num_tokens)--;

// rhs
int rhs = eval_tokens_recursive(expression, num_tokens);

(*expression)++; // skip closing brace
(*num_tokens)--;

switch (operand)
case '+':
return lhs + rhs;
case '-':
return lhs - rhs;
case '*':
return lhs * rhs;
case '/':
return lhs / rhs;
default:
return 0;


else // not an expression; must be a numeric token
int operand;
if (sscanf(token, "%2d", &operand) != 1)
printf("expecting numeric value; cannot parse %s.n", token);
exit(1);

(*expression)++;
(*num_tokens)--;
return operand;




int eval_tokens(char** expression, int num_tokens)
return eval_tokens_recursive(&expression, &num_tokens);


int main()

char *expressions = "(", "9", "+", "(", "50", "-", "25", ")", ")";

int result = eval_tokens(expressions, 9);

printf("result: %dn", result);








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edited Nov 14 at 10:05









vxssx

134




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answered Nov 11 at 20:30









Stephan Lechner

25.3k21839




25.3k21839











  • Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
    – vxssx
    Nov 11 at 21:25











  • I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
    – Stephan Lechner
    Nov 11 at 22:44
















  • Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
    – vxssx
    Nov 11 at 21:25











  • I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
    – Stephan Lechner
    Nov 11 at 22:44















Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
– vxssx
Nov 11 at 21:25





Just out of curiosity, is it possible for the same thing to be accomplished without a helper function? If so, would there be any significant differences in code length or the complexity of the statements within the function?
– vxssx
Nov 11 at 21:25













I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
– Stephan Lechner
Nov 11 at 22:44




I don't think so, because I see no way of how to pass back how many items had been processed. Concerning code length/complexity, introducing one helper function will not count in any significant way.
– Stephan Lechner
Nov 11 at 22:44

















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