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author | Joel Kronqvist <joelkronqvist@proton.me> | 2024-04-07 10:53:40 +0300 |
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committer | Joel Kronqvist <joelkronqvist@proton.me> | 2024-04-07 10:53:40 +0300 |
commit | f975594e55bdc05ee436bc7bdcd6e09aec5357b1 (patch) | |
tree | e1ddb07ab967bbe9eb6a14865e7413b9b2e1ea0c /formatting.c | |
parent | 1ef526c695df4b37aa184867fb5b62c93118aa02 (diff) | |
download | stdu-f975594e55bdc05ee436bc7bdcd6e09aec5357b1.tar.gz stdu-f975594e55bdc05ee436bc7bdcd6e09aec5357b1.zip |
Finished implementation for formatting for human readability
Diffstat (limited to 'formatting.c')
-rw-r--r-- | formatting.c | 593 |
1 files changed, 593 insertions, 0 deletions
diff --git a/formatting.c b/formatting.c new file mode 100644 index 0000000..c806f4d --- /dev/null +++ b/formatting.c @@ -0,0 +1,593 @@ + +#include <math.h> +#include <stdlib.h> +#include <string.h> + +#include "intmath.h" +#include "formatting.h" +#include "minitest.h" + +size_t int_charcount(int x) { + size_t n = x < 0; + x *= -(x < 0) * 2 + 1; + while (x >= 10) { + x /= 10; + n += 1; + } + return n + 1; +} + +/* Returns `int x` floored to `unsigned int precision` as an `exp_notated` + * value with given `unsigned int base`. + * + * `unsigned int base` affects the precision. + */ +exp_notated int_floored_exponent_notation_base +( + int x, + unsigned int precision, + unsigned int base +) { + int original = x; + int sign = (x < 0) * -2 + 1; + x *= sign; + + int i = 0; + while (x >= int_pown(base, precision)) { + x /= base; + i++; + } + x += (sign == -1) && (original != -x * int_pown(base, i)); + if (x >= int_pown(base, precision)) { + x /= base; + i++; + } + x *= sign; + + exp_notated res = { + .mantissa = x, + .exponent = i, + .base = base + }; + return res; +} + +exp_notated int_floored_exponent_notation(int x, unsigned int precision) { + return int_floored_exponent_notation_base(x, precision, 10); +} + +exp_notated int_ceiled_exponent_notation_base( + int x, + unsigned int precision, + unsigned int base +) { + exp_notated res = int_floored_exponent_notation_base(-x, precision, base); + res.mantissa = -res.mantissa; + return res; +} + +exp_notated int_ceiled_exponent_notation(int x, unsigned int precision) { + return int_ceiled_exponent_notation_base(x, precision, 10); +} + +int exp_notated_to_int(exp_notated x) { + return x.mantissa * int_pown(x.base, x.exponent); +} + +/* Returns the appropriate binary prefix for `exp_notated x`. `x` must have + * `1024` as its base and its exponent should not be greater than `10` Failing + * to meet these conditions results in the function returning `NULL`. + */ +const char* binary_prefix(exp_notated x) { + if (x.base != 1024) return NULL; + + switch (x.exponent) { + case 0: + return ""; + case 1: + return "Ki"; + case 2: + return "Mi"; + case 3: + return "Gi"; + case 4: + return "Ti"; + case 5: + return "Pi"; + case 6: + return "Ei"; + case 7: + return "Zi"; + case 8: + return "Yi"; + case 9: + return "Ri"; + case 10: + return "Qi"; + } + + return NULL; +} + +/* Modifies the string pointed to by `char** res` to a string describing the + * argument `int x` floored to the appropriate multiple of 1024 followed with a + * binary prefix (Ki, Mi, Gi...). + * + * `size_t* res_bufsize` should point to a value describing the size of the + * string buffer pointed to by `char** res`. Returns a negative value upon + * failure in memory allocation or `snprintf`, otherwise returns the length of + * `char* res`. + */ +int int_floored_with_binary_prefix(char** res, size_t* res_bufsize, int x) { + exp_notated x_exp = int_floored_exponent_notation_base(x, 1, 1024); + if (x_exp.exponent > 10) { /* quebi-=1024^10 greatest defined prefix */ + x_exp.mantissa *= int_pown(1024, x_exp.exponent - 10); + x_exp.exponent = 10; + } + + const char* prefix = binary_prefix(x_exp); + + size_t bufsize = + 5 + /* len("-1024") */ + /* length of possible zeroes */ + int_max(0, (x_exp.exponent - 10) * 3) + + 4; /* len(" Gi\0") */ + if (bufsize > *res_bufsize) { + free(*res); + *res = malloc(bufsize); + *res_bufsize = bufsize; + } + if (*res == NULL) return -1; + return snprintf(*res, *res_bufsize, "%d %s", x_exp.mantissa, prefix); +} + +/* Returns the unit prefix resembling the exponent `int x`. If there is no + * prefix resembling `x`, NULL is returned, though the special case `x = 0` + * returns an empty string. + */ +const char* unit_prefix(int exponent) { + switch (exponent) { + case -30: + return "q"; + case -27: + return "r"; + case -24: + return "y"; + case -21: + return "z"; + case -18: + return "a"; + case -15: + return "f"; + case -12: + return "p"; + case -9: + return "n"; + case -6: + return "μ"; + case -3: + return "m"; + case -2: + return "c"; + case -1: + return "d"; + case 0: + return ""; + case 1: + return "da"; + case 2: + return "h"; + case 3: + return "k"; + case 6: + return "M"; + case 9: + return "G"; + case 12: + return "T"; + case 15: + return "P"; + case 18: + return "E"; + case 21: + return "Z"; + case 24: + return "Y"; + case 27: + return "R"; + case 30: + return "Q"; + } + + return NULL; +} + +/* Modifies the string pointed to by `char** res` to a string describing the + * argument `int x` floored to the appropriate precision followed with a unit + * prefix (k, M, G...). + * + * `size_t* res_bufsize` should point to a value describing the size of the + * string buffer pointed to by `char** res`. Returns a negative value upon + * failure and the length of `char* res` on success. Failure can be caused by + * problems in memory allocation or failure in `snprintf`. + */ +int int_floored_with_prefix( + char** res, + size_t* res_bufsize, + int x, + unsigned int precision +) { + exp_notated x_exp + = int_floored_exponent_notation_base(x, precision, 10); + double mantissa = (double) x_exp.mantissa * int_pow10(x_exp.exponent % 3); + unsigned int exponent = x_exp.exponent - x_exp.exponent % 3; + + while (fabs(mantissa) >= 1000) { + mantissa /= 1000; + exponent += 3; + } + + const char* prefix = unit_prefix(exponent); + size_t prefix_len = strlen(prefix); + + size_t bufsize = + int_max(precision, 3) /* mantissa */ + + 4 /* minus, space, decimal dot and NULL byte */ + + prefix_len; + if (bufsize > *res_bufsize) { + free(*res); + *res_bufsize = bufsize; + *res = malloc(*res_bufsize); + } + if (*res == NULL) return -1; + + return snprintf( + *res, + *res_bufsize, + "%.*f %s", + int_max(precision - int_charcount((int) fabs(mantissa)), 0), + mantissa, + prefix + ); +} + +char* test_floored_exponent_notation() { + const size_t bufsize = 128; + char* msg = malloc(bufsize); + + exp_notated res = int_floored_exponent_notation(9489345, 3); + snprintf(msg, bufsize, + "int_floored_exponent_notation(9489345, 3): expected 948*10^4, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == 948 && + res.base == 10 && + res.exponent == 4 + , msg); + + res = int_floored_exponent_notation(-88, 1); + snprintf(msg, bufsize, + "int_floored_exponent_notation(-88, 1): expected -9*10^1, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -9 && + res.base == 10 && + res.exponent == 1 + , msg); + + res = int_floored_exponent_notation(-99, 1); + snprintf(msg, bufsize, + "int_floored_exponent_notation(-99, 1): expected -1*10^2, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1 && + res.base == 10 && + res.exponent == 2 + , msg); + + res = int_floored_exponent_notation_base(3145733, 1, 1024); + snprintf(msg, bufsize, + "int_floored_exponent_notation_base(3145733, 1, 1024): expected 3*1024^2, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == 3 && + res.base == 1024 && + res.exponent == 2 + , msg); + + res = int_floored_exponent_notation_base(-1022, 1, 1024); + snprintf(msg, bufsize, + "int_floored_exponent_notation(-1022, 1, 1024): expected -1022*1024^0, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1022 && + res.base == 1024 && + res.exponent == 0 + , msg); + + res = int_floored_exponent_notation_base(-1023, 1, 1024); + snprintf(msg, bufsize, + "int_floored_exponent_notation(-1023, 1, 1024): expected -1023*1024^0, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1023 && + res.base == 1024 && + res.exponent == 0 + , msg); + + res = int_floored_exponent_notation_base(-1024, 1, 1024); + snprintf(msg, bufsize, + "int_floored_exponent_notation(-1024, 1, 1024): expected -1*1024^1, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1 && + res.base == 1024 && + res.exponent == 1 + , msg); + + free(msg); + return 0; +} + +char* test_ceiled_exponent_notation() { + const size_t bufsize = 128; + char* msg = malloc(bufsize); + + exp_notated res = int_ceiled_exponent_notation(9489345, 3); + snprintf(msg, bufsize, + "int_ceiled_exponent_notation(9489345, 3): expected 949*10^4, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == 949 && + res.base == 10 && + res.exponent == 4 + , msg); + + res = int_ceiled_exponent_notation(-99, 1); + snprintf(msg, bufsize, + "int_ceiled_exponent_notation(-99, 1): expected -9*10^1, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -9 && + res.base == 10 && + res.exponent == 1 + , msg); + + res = int_ceiled_exponent_notation(-100, 1); + snprintf(msg, bufsize, + "int_ceiled_exponent_notation(-100, 1): expected -1*10^2, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1 && + res.base == 10 && + res.exponent == 2 + , msg); + + res = int_ceiled_exponent_notation_base(3145733, 1, 1024); + snprintf(msg, bufsize, + "int_ceiled_exponent_notation_base(3145733, 1, 1024): expected 4*1024^2, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == 4 && + res.base == 1024 && + res.exponent == 2 + , msg); + + res = int_ceiled_exponent_notation_base(-1023, 1, 1024); + snprintf(msg, bufsize, + "int_ceiled_exponent_notation(-1023, 1, 1024): expected -1023*1024^0, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1023 && + res.base == 1024 && + res.exponent == 0 + , msg); + + res = int_ceiled_exponent_notation_base(-1024, 1, 1024); + snprintf(msg, bufsize, + "int_ceiled_exponent_notation(-1024, 1, 1024): expected -1*1024^1, got %d*%d^%d", + res.mantissa, res.base, res.exponent + ); + mt_assert( + res.mantissa == -1 && + res.base == 1024 && + res.exponent == 1 + , msg); + + free(msg); + return 0; +} + +char* test_exponent_notated_to_int() { + exp_notated x = { + .mantissa = 3, + .exponent = 2, + .base = 10 + }; + mt_assert_eq(300, exp_notated_to_int(x)); + return 0; +} + +char* test_floored_with_binary_prefix() { + const size_t bufsize = 64; + char* msg = malloc(bufsize); + size_t res_bufsize = 2; + char* res = malloc(res_bufsize); + + int_floored_with_binary_prefix( + &res, + &res_bufsize, + 1026 + ); + snprintf(msg, bufsize, "1026 yielded `%s` instead of `1 Ki`", res); + mt_assert(strcmp( + res, + "1 Ki" + ) == 0, msg); + + int_floored_with_binary_prefix( + &res, + &res_bufsize, + -1023 + ); + snprintf(msg, bufsize, "-1023 yielded `%s` instead of `-1023`", res); + mt_assert(strcmp( + res, + "-1023 " + ) == 0, msg); + + int_floored_with_binary_prefix( + &res, + &res_bufsize, + -1026 + ); + snprintf(msg, bufsize, "-1026 yielded `%s` instead of `-2 Ki`", res); + mt_assert(strcmp( + res, + "-2 Ki" + ) == 0, msg); + + int_floored_with_binary_prefix( + &res, + &res_bufsize, + 1049088 + ); + snprintf(msg, bufsize, "1049088 yielded `%s` instead of `1 Mi`", res); + mt_assert(strcmp( + res, + "1 Mi" + ) == 0, msg); + + int_floored_with_binary_prefix( + &res, + &res_bufsize, + 5243392 + ); + snprintf(msg, bufsize, "5243392 yielded `%s` instead of `5 Mi`", res); + mt_assert(strcmp( + res, + "5 Mi" + ) == 0, msg); + + free(res); + free(msg); + return 0; +} + + +char* test_floored_with_prefix() { + const size_t bufsize = 64; + char* msg = malloc(bufsize); + size_t res_bufsize = 2; + char* res = malloc(res_bufsize); + + int_floored_with_prefix( + &res, + &res_bufsize, + 1001, + 3 + ); + snprintf(msg, bufsize, "1001 yielded `%s` instead of `1.00 k`", res); + mt_assert(strcmp( + res, + "1.00 k" + ) == 0, msg); + + int_floored_with_prefix( + &res, + &res_bufsize, + 300, + 1 + ); + snprintf(msg, bufsize, "300 (-p1) yielded `%s` instead of `300 `", res); + mt_assert(strcmp( + res, + "300 " + ) == 0, msg); + + int_floored_with_prefix( + &res, + &res_bufsize, + -999, + 3 + ); + snprintf(msg, bufsize, "-999 yielded `%s` instead of `-999 `", res); + mt_assert(strcmp( + res, + "-999 " + ) == 0, msg); + + int_floored_with_prefix( + &res, + &res_bufsize, + -1026, + 3 + ); + snprintf(msg, bufsize, "-1021 yielded `%s` instead of `-1.03 k`", res); + mt_assert(strcmp( + res, + "-1.03 k" + ) == 0, msg); + + int_floored_with_prefix( + &res, + &res_bufsize, + 1000000, + 2 + ); + snprintf(msg, bufsize, "1 000 000 yielded `%s` instead of `1.0 M`", res); + mt_assert(strcmp( + res, + "1.0 M" + ) == 0, msg); + + int_floored_with_prefix( + &res, + &res_bufsize, + 5243392, + 4 + ); + snprintf(msg, bufsize, "5243692 yielded `%s` instead of `5.243 M`", res); + mt_assert(strcmp( + res, + "5.243 M" + ) == 0, msg); + + free(res); + free(msg); + return 0; +} + +char* test_int_charcount() { + mt_assert_eq(int_charcount(5), 1); + mt_assert_eq(int_charcount(24), 2); + mt_assert_eq(int_charcount(10), 2); + mt_assert_eq(int_charcount(0), 1); + mt_assert_eq(int_charcount(1), 1); + mt_assert_eq(int_charcount(-1), 2); + mt_assert_eq(int_charcount(99), 2); + mt_assert_eq(int_charcount(100), 3); + return 0; +} + + +void formatting_tests() { + mt_run_test(test_int_charcount); + mt_run_test(test_floored_exponent_notation); + mt_run_test(test_ceiled_exponent_notation); + mt_run_test(test_exponent_notated_to_int); + mt_run_test(test_floored_with_binary_prefix); + mt_run_test(test_floored_with_prefix); +} |