feat: add basic math and random_int funcs
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5 changed files with 149 additions and 18 deletions
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@ -17,10 +17,10 @@ I didn't really study how others languages works beforehand, I'm just guessing h
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ToDo List:
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- [ ] pow operator
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- [X] pow operator
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- [ ] binary operators
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- [ ] implement basic math functions
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- [ ] implement random_int(min, max)
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- [X] implement basic math functions
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- [X] implement random_int(min, max)
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- [ ] implement print_number(message)
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- [ ] implement input_number()
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- [ ] base of the CLI
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127
src/funcs.c
127
src/funcs.c
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@ -1,10 +1,11 @@
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#include <stdio.h>
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#include <string.h>
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#include <math.h>
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#include <time.h>
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#include <stdlib.h>
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#include "./types.h"
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#include "./utils.h"
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int abs_implementation(int* res, unsigned char* resType, unsigned char* types, int* args)
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int abs_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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if (types[0] == TYPE_INT) {
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*res = args[0];
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@ -26,23 +27,83 @@ int abs_implementation(int* res, unsigned char* resType, unsigned char* types, i
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return 1;
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}
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int sqrt_implementation(int* res, unsigned char* resType, unsigned char* types, int* args)
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int simple_float_func(float (*func)(float), int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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float x = 0;
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if (types[0] == TYPE_INT) {
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// convert to float
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x = (float) args[0];
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}
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if (types[0] == TYPE_FLOAT) {
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x = get_float_from_int_rep(args[0]);
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}
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*res = get_int_rep_from_float(sqrt(x));
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*res = get_int_rep_from_float(func(x));
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*resType = TYPE_FLOAT;
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return 0;
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}
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int max_implementation(int* res, unsigned char* resType, unsigned char* types, int* args)
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// #define SIMPLE_FUNC_BINDING(name) ({\
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// int #name_impl(int* res, unsigned char* resType, unsigned char* types, int* args)\
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// {\
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// return simple_float_func(&m_#name, res, resType, types, args);\
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// }\
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// })
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//
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//
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// SIMPLE_FUNC_BINDING(sqrt)
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//
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// SIMPLE_FUNC_BINDING(exp)
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// SIMPLE_FUNC_BINDING(ln)
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// SIMPLE_FUNC_BINDING(cos)
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// SIMPLE_FUNC_BINDING(sin)
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// SIMPLE_FUNC_BINDING(tan)
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int sqrt_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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return simple_float_func(&m_sqrt, res, resType, types, args);
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}
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int exp_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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return simple_float_func(&m_exp, res, resType, types, args);
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}
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int cos_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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return simple_float_func(&m_cos, res, resType, types, args);
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}
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int sin_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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return simple_float_func(&m_sin, res, resType, types, args);
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}
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int tan_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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return simple_float_func(&m_tan, res, resType, types, args);
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}
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int ln_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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return simple_float_func(&m_ln, res, resType, types, args);
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}
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int log_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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float x = 0;
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if (types[0] == TYPE_INT) {
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x = (float) args[0];
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}
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if (types[0] == TYPE_FLOAT) {
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x = get_float_from_int_rep(args[0]);
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}
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*res = get_int_rep_from_float(m_log(10, x));
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*resType = TYPE_FLOAT;
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return 0;
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}
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int max_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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short maxIndex = 0;
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@ -70,7 +131,7 @@ int max_implementation(int* res, unsigned char* resType, unsigned char* types, i
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return 0;
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}
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int get_pi_implementation(int* res, unsigned char* resType, unsigned char* types, int* args)
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int get_pi_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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float val = CST_PI;
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*res = *(int *)(&val);
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@ -78,6 +139,39 @@ int get_pi_implementation(int* res, unsigned char* resType, unsigned char* types
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return 0;
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}
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/**
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random_int(a, b)
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Return a random int between a and b (a and b included)
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*/
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int random_int_impl(int* res, unsigned char* resType, unsigned char* types, int* args)
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{
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srand(time(NULL));
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int lower = 1;
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int upper = 10;
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if (types[0] == TYPE_FLOAT) {
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lower = (int) get_float_from_int_rep(args[0]);
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}
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if (types[1] == TYPE_FLOAT) {
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upper = (int) get_float_from_int_rep(args[1]);
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}
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if (types[0] == TYPE_INT) {
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lower = args[0];
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}
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if (types[1] == TYPE_INT) {
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upper = args[1];
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}
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int i;
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// rand returns a value between 0 and RAND_MAX (which is close to infinite)
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int num = (rand() % (upper - lower + 1)) + lower;
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*resType = TYPE_INT;
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*res = num;
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return 0;
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}
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struct FuncIntro {
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char name[20];
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int (*implementation)(int*, unsigned char*, unsigned char*, int*);
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@ -87,10 +181,21 @@ struct FuncIntro {
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// void* are actually long!
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struct FuncIntro intros[] = {
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{"abs", &abs_implementation, 1},
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{"sqrt", &sqrt_implementation, 1},
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{"max", &max_implementation, 2},
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{"get_pi", &get_pi_implementation, 0},
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{"abs", &abs_impl, 1},
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{"sqrt", &sqrt_impl, 1},
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{"exp", &exp_impl, 1},
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{"sin", &sin_impl, 1},
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{"cos", &cos_impl, 1},
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{"tan", &tan_impl, 1},
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{"ln", &ln_impl, 1},
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{"log", &log_impl, 1},
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{"random_int", &random_int_impl, 2},
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{"max", &max_impl, 2},
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{"get_pi", &get_pi_impl, 0},
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{"", 0, 0}
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};
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@ -52,7 +52,7 @@ int operate(
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} else if (operator == '/') {
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res = a/b;
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} else if (operator == '^') {
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res = 0;
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res = m_float_pow(a, b);
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} else {
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return 2;
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}
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18
src/utils.c
18
src/utils.c
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@ -97,7 +97,8 @@ int m_factorial(int x)
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float m_exp(float x)
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{
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const int n = 10;
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// TODO: reduce the x to be more accurate in the exp computation
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const int n = 13;
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float out = 0;
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for (int i = 0; i < n; i++) {
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out += m_float_pow(x, i)/m_factorial(i);
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@ -163,7 +164,7 @@ float m_sin(float originalX)
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float m_cos(float x)
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{
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return m_sin(x+2*CST_PI);
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return m_sin(x+CST_PI/2);
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}
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float m_tan(float x)
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@ -236,6 +237,19 @@ float m_ln(float x)
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return res;
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}
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float m_log(float base, float x)
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{
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// b^x = y
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// log_b(b^x) = log_b(y)
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// x = log_b(y)
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// exp(x ln(b)) = y
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// x ln(b) = ln(y)
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// x = ln(y)/ln(b)
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return m_ln(x)/m_ln(base);
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}
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int is_full_of_space(char* str)
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{
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int i = 0;
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@ -57,4 +57,16 @@ void test_evaluation()
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evaluate("(abs((0-1)*2)) + abs(2)", &resVal, &resType);
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assert(resType == TYPE_INT);
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assert(4 == resVal);
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evaluate("exp(2)-1", &resVal, &resType);
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assert(resType == TYPE_FLOAT);
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assert(float_almost_equal(6.389, get_float_from_int_rep(resVal)));
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evaluate("(cos(2)^2)+(sin(2)^2)", &resVal, &resType);
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assert(resType == TYPE_FLOAT);
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assert(float_almost_equal(1, get_float_from_int_rep(resVal)));
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evaluate("random_int(1, 100)", &resVal, &resType);
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assert(resType == TYPE_INT);
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printf(" - random int: %d \n", resVal);
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}
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