calculator.c

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/*
    This file is part of darktable,
    Copyright (C) 2013-2014, 2016 Tobias Ellinghaus.
    Copyright (C) 2014 parafin.
    Copyright (C) 2014 Ulrich Pegelow.
    Copyright (C) 2016 Roman Lebedev.
    Copyright (C) 2020 Heiko Bauke.
    Copyright (C) 2020, 2022 Pascal Obry.
    Copyright (C) 2022 Martin Bařinka.
    
    darktable is free software: you can redistribute it and/or modify
    it under the terms of the GNU General Public License as published by
    the Free Software Foundation, either version 3 of the License, or
    (at your option) any later version.
    
    darktable is distributed in the hope that it will be useful,
    but WITHOUT ANY WARRANTY; without even the implied warranty of
    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
    GNU General Public License for more details.
    
    You should have received a copy of the GNU General Public License
    along with darktable.  If not, see <http://www.gnu.org/licenses/>.
*/
 
#include "common/darktable.h"
#include <glib.h>
#include <math.h>
#include <stdio.h>
#include <stdlib.h>
 
typedef enum token_types_t
{
  T_NUMBER, // everything will be treated as floats
  T_OPERATOR
} token_types_t;
 
typedef enum operators_t
{
  O_PLUS,
  O_INC,
  O_MINUS,
  O_DEC,
  O_MULTIPLY,
  O_DIVISION,
  O_MODULO,
  O_POWER,
  O_LEFTROUND,
  O_RIGHTROUND,
} operators_t;
 
typedef union token_data_t
{
  float number;
  operators_t operator;
} token_data_t;
 
typedef struct dt_calc_token_t
{
  token_types_t type;
  token_data_t data;
} dt_calc_token_t;
 
typedef struct parser_state_t
{
  char *p;
  float x;
  dt_calc_token_t *token;
} parser_state_t;
 
static float read_number(parser_state_t *self)
{
  return g_ascii_strtod(self->p, &self->p);
}
 
static dt_calc_token_t *get_token(parser_state_t *self)
{
  if(IS_NULL_PTR(self->p)) return NULL;
 
  dt_calc_token_t *token = (dt_calc_token_t *)malloc(sizeof(dt_calc_token_t));
 
  for(; *self->p; self->p++)
  {
    switch(*self->p)
    {
      case ' ':
      case '\t':
        continue;
      case '+':
        if(self->p[1] == '+')
        {
          self->p += 2;
          token->data.operator= O_INC;
        }
        else
        {
          self->p++;
          token->data.operator= O_PLUS;
        }
        token->type = T_OPERATOR;
        return token;
      case '-':
        if(self->p[1] == '-')
        {
          self->p += 2;
          token->data.operator= O_DEC;
        }
        else
        {
          self->p++;
          token->data.operator= O_MINUS;
        }
        token->type = T_OPERATOR;
        return token;
      case '*':
        self->p++;
        token->type = T_OPERATOR;
        token->data.operator= O_MULTIPLY;
        return token;
      case '/':
        self->p++;
        token->type = T_OPERATOR;
        token->data.operator= O_DIVISION;
        return token;
      case '%':
        self->p++;
        token->type = T_OPERATOR;
        token->data.operator= O_MODULO;
        return token;
      case '^':
        self->p++;
        token->type = T_OPERATOR;
        token->data.operator= O_POWER;
        return token;
      case '(':
        self->p++;
        token->type = T_OPERATOR;
        token->data.operator= O_LEFTROUND;
        return token;
      case ')':
        self->p++;
        token->type = T_OPERATOR;
        token->data.operator= O_RIGHTROUND;
        return token;
      case 'x':
      case 'X':
        self->p++;
        token->type = T_NUMBER;
        token->data.number = self->x;
        return token;
      case '0':
      case '1':
      case '2':
      case '3':
      case '4':
      case '5':
      case '6':
      case '7':
      case '8':
      case '9':
      case '.':
      case ',':
      {
        token->data.number = read_number(self);
        token->type = T_NUMBER;
        return token;
      }
      default:
        // people complained about the messages when "TRUE" was fed to the calculator
        //         printf("error: %c\n", *self->p);
        break;
    }
  }
 
  dt_free(token);
  return NULL;
}
 
static float parse_expression(parser_state_t *self);
static float parse_additive_expression(parser_state_t *self);
static float parse_multiplicative_expression(parser_state_t *self);
static float parse_power_expression(parser_state_t *self);
static float parse_unary_expression(parser_state_t *self);
static float parse_primary_expression(parser_state_t *self);
 
static float parse_expression(parser_state_t *self)
{
  return parse_additive_expression(self);
}
 
static float parse_additive_expression(parser_state_t *self)
{
  if(IS_NULL_PTR(self->token)) return NAN;
 
  float left = parse_multiplicative_expression(self);
 
  while(self->token && self->token->type == T_OPERATOR)
  {
    const operators_t operator= self->token->data.operator;
 
    if(operator!= O_PLUS &&operator!= O_MINUS) return left;
 
    dt_free(self->token);
    self->token = get_token(self);
 
    const float right = parse_multiplicative_expression(self);
 
    if(operator== O_PLUS)
      left += right;
    else if(operator== O_MINUS)
      left -= right;
  }
 
  return left;
}
 
static float parse_multiplicative_expression(parser_state_t *self)
{
  if(IS_NULL_PTR(self->token)) return NAN;
 
  float left = parse_power_expression(self);
 
  while(self->token && self->token->type == T_OPERATOR)
  {
    const operators_t operator= self->token->data.operator;
 
    if(operator!= O_MULTIPLY &&operator!= O_DIVISION &&operator!= O_MODULO) return left;
 
    dt_free(self->token);
    self->token = get_token(self);
 
    float right = parse_power_expression(self);
 
    if(operator== O_MULTIPLY)
      left *= right;
    else if(operator== O_DIVISION)
      left /= right;
    else if(operator== O_MODULO)
      left = fmodf(left, right);
  }
 
  return left;
}
 
static float parse_power_expression(parser_state_t *self)
{
  if(IS_NULL_PTR(self->token)) return NAN;
 
  float left = parse_unary_expression(self);
 
  while(self->token && self->token->type == T_OPERATOR)
  {
    if(self->token->data.operator!= O_POWER) return left;
 
    dt_free(self->token);
    self->token = get_token(self);
 
    const float right = parse_unary_expression(self);
 
    left = powf(left, right);
  }
 
  return left;
}
 
static float parse_unary_expression(parser_state_t *self)
{
  if(IS_NULL_PTR(self->token)) return NAN;
 
  if(self->token->type == T_OPERATOR)
  {
    if(self->token->data.operator== O_MINUS)
    {
      dt_free(self->token);
      self->token = get_token(self);
 
      return -1.0 * parse_unary_expression(self);
    }
    if(self->token->data.operator== O_PLUS)
    {
      dt_free(self->token);
      self->token = get_token(self);
 
      return parse_unary_expression(self);
    }
  }
 
  return parse_primary_expression(self);
}
 
static float parse_primary_expression(parser_state_t *self)
{
  if(IS_NULL_PTR(self->token)) return NAN;
 
  if(self->token->type == T_NUMBER)
  {
    const float result = self->token->data.number;
    dt_free(self->token);
    self->token = get_token(self);
    return result;
  }
  if(self->token->type == T_OPERATOR && self->token->data.operator== O_LEFTROUND)
  {
    dt_free(self->token);
    self->token = get_token(self);
    const float result = parse_expression(self);
    if(IS_NULL_PTR(self->token) || self->token->type != T_OPERATOR || self->token->data.operator!= O_RIGHTROUND)
      return NAN;
    dt_free(self->token);
    self->token = get_token(self);
    return result;
  }
 
  return NAN;
}
 
float dt_calculator_solve(const float x, const char *formula)
{
  if(IS_NULL_PTR(formula) || *formula == '\0') return NAN;
 
  gchar *dotformula = g_strdup(formula);
  parser_state_t *self = (parser_state_t *)malloc(sizeof(parser_state_t));
 
  self->p = g_strdelimit(dotformula, ",", '.');
  self->x = x;
 
  self->token = get_token(self);
 
  float result = .0f;
 
  //   operators_t operator = -1;
  if(self->token && self->token->type == T_OPERATOR)
  {
    switch(self->token->data.operator)
    {
      case O_INC:
        result = x + 1.0;
        goto end;
      case O_DEC:
        result = x - 1.0;
        goto end;
      //       case O_PLUS:
      //       case O_MINUS:
      //       case O_MULTIPLY:
      //       case O_DIVISION:
      //       case O_MODULO:
      //       case O_POWER:
      //         operator = self->token->data.operator;
      //         g_free(self->token);
      //         self->token = get_token(self);
      //         break;
      default:
        break;
    }
  }
 
  result = parse_expression(self);
 
  //   switch(operator)
  //   {
  //     case O_PLUS: result = x + res; break;
  //     case O_MINUS: result = x - res; break;
  //     case O_MULTIPLY: result = x * res; break;
  //     case O_DIVISION: result = x / res; break;
  //     case O_MODULO: result = fmodf(x, res); break;
  //     case O_POWER: result = powf(x, res); break;
  //     default: break;
  //   }
 
  if(self->token) result = NAN;
 
end:
  dt_free(self->token);
  dt_free(self);
  dt_free(dotformula);
 
  return result;
}
 
// int main()
// {
//   const char *input = "5/0";
//   float x = 3;
//
//   printf("%s\n", input);
//
//   float res = dt_calculator_solve(x, input);
//
//   printf("%f\n", res);
//
//   return 0;
// }
 
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// modelines: These editor modelines have been set for all relevant files by tools/update_modelines.py
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