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-rw-r--r--erts/emulator/beam/big.c455
1 files changed, 337 insertions, 118 deletions
diff --git a/erts/emulator/beam/big.c b/erts/emulator/beam/big.c
index 87d3be2b0f..c738a9ecf5 100644
--- a/erts/emulator/beam/big.c
+++ b/erts/emulator/beam/big.c
@@ -48,7 +48,7 @@
_t_dst = (dst)+((sz)-1); \
_t_src = (src)+((sz)-1); \
while(_t_sz--) *_t_dst-- = *_t_src--; \
- } \
+ } \
} while(0)
/* add a and b with carry in + out */
@@ -423,6 +423,25 @@
#endif
+/* Forward declaration of lookup tables (See below in this file) used in list to
+ * integer conversions for different bases. Also used in bignum printing.
+ */
+static const byte digits_per_sint_lookup[36-1];
+static const byte digits_per_small_lookup[36-1];
+static const Sint largest_power_of_base_lookup[36-1];
+
+static ERTS_INLINE byte get_digits_per_signed_int(Uint base) {
+ return digits_per_sint_lookup[base-2];
+}
+
+static ERTS_INLINE byte get_digits_per_small(Uint base) {
+ return digits_per_small_lookup[base-2];
+}
+
+static ERTS_INLINE Sint get_largest_power_of_base(Uint base) {
+ return largest_power_of_base_lookup[base-2];
+}
+
/*
** compare two number vectors
*/
@@ -1487,20 +1506,8 @@ Eterm uint_to_big(Uint x, Eterm *y)
Eterm uword_to_big(UWord x, Eterm *y)
{
-#if HALFWORD_HEAP
- Uint upper = x >> 32;
- Uint lower = x & 0xFFFFFFFFUL;
- if (upper == 0) {
- *y = make_pos_bignum_header(1);
- } else {
- *y = make_pos_bignum_header(2);
- BIG_DIGIT(y, 1) = upper;
- }
- BIG_DIGIT(y, 0) = lower;
-#else
*y = make_pos_bignum_header(1);
BIG_DIGIT(y, 0) = x;
-#endif
return make_big(y);
}
@@ -1525,7 +1532,7 @@ Eterm small_to_big(Sint x, Eterm *y)
Eterm erts_uint64_to_big(Uint64 x, Eterm **hpp)
{
Eterm *hp = *hpp;
-#if defined(ARCH_32) || HALFWORD_HEAP
+#if defined(ARCH_32)
if (x >= (((Uint64) 1) << 32)) {
*hp = make_pos_bignum_header(2);
BIG_DIGIT(hp, 0) = (Uint) (x & ((Uint) 0xffffffff));
@@ -1555,7 +1562,7 @@ Eterm erts_sint64_to_big(Sint64 x, Eterm **hpp)
neg = 1;
ux = -(Uint64)x;
}
-#if defined(ARCH_32) || HALFWORD_HEAP
+#if defined(ARCH_32)
if (ux >= (((Uint64) 1) << 32)) {
if (neg)
*hp = make_neg_bignum_header(2);
@@ -1588,7 +1595,7 @@ erts_uint64_array_to_big(Uint **hpp, int neg, int len, Uint64 *array)
pot_digits = digits = 0;
for (i = 0; i < len; i++) {
-#if defined(ARCH_32) || HALFWORD_HEAP
+#if defined(ARCH_32)
Uint low_val = array[i] & ((Uint) 0xffffffff);
Uint high_val = (array[i] >> 32) & ((Uint) 0xffffffff);
BIG_DIGIT(headerp, pot_digits) = low_val;
@@ -1651,8 +1658,6 @@ big_to_double(Wterm x, double* resp)
/*
* Logic has been copied from erl_bif_guard.c and slightly
* modified to use a static instead of dynamic heap
- *
- * HALFWORD: Return relative term with 'heap' as base.
*/
Eterm
double_to_big(double x, Eterm *heap, Uint hsz)
@@ -1683,7 +1688,7 @@ double_to_big(double x, Eterm *heap, Uint hsz)
sz = BIG_NEED_SIZE(ds); /* number of words including arity */
hp = heap;
- res = make_big_rel(hp, heap);
+ res = make_big(hp);
xp = (ErtsDigit*) (hp + 1);
ASSERT(ds < hsz);
@@ -1733,8 +1738,10 @@ static Uint write_big(Wterm x, void (*write_func)(void *, char), void *arg)
short sign = BIG_SIGN(xp);
ErtsDigit rem;
Uint n = 0;
+ const Uint digits_per_Sint = get_digits_per_signed_int(10);
+ const Sint largest_pow_of_base = get_largest_power_of_base(10);
- if (xl == 1 && *dx < D_DECIMAL_BASE) {
+ if (xl == 1 && *dx < largest_pow_of_base) {
rem = *dx;
if (rem == 0) {
(*write_func)(arg, '0'); n++;
@@ -1752,7 +1759,7 @@ static Uint write_big(Wterm x, void (*write_func)(void *, char), void *arg)
MOVE_DIGITS(tmp, dx, xl);
while(1) {
- tmpl = D_div(tmp, tmpl, D_DECIMAL_BASE, tmp, &rem);
+ tmpl = D_div(tmp, tmpl, largest_pow_of_base, tmp, &rem);
if (tmpl == 1 && *tmp == 0) {
while(rem) {
(*write_func)(arg, (rem % 10)+'0'); n++;
@@ -1760,7 +1767,7 @@ static Uint write_big(Wterm x, void (*write_func)(void *, char), void *arg)
}
break;
} else {
- int i = D_DECIMAL_EXP;
+ Uint i = digits_per_Sint;
while(i--) {
(*write_func)(arg, (rem % 10)+'0'); n++;
rem /= 10;
@@ -2562,63 +2569,100 @@ int term_equals_2pow32(Eterm x)
}
}
+static ERTS_INLINE int c2int_is_invalid_char(byte ch, int base) {
+ return (ch < '0'
+ || (ch > ('0' + base - 1)
+ && !(base > 10
+ && ((ch >= 'a' && ch < ('a' + base - 10))
+ || (ch >= 'A' && ch < ('A' + base - 10))))));
+}
-#define IS_VALID_CHARACTER(CHAR,BASE) \
- (CHAR < '0' \
- || (CHAR > ('0' + BASE - 1) \
- && !(BASE > 10 \
- && ((CHAR >= 'a' && CHAR < ('a' + BASE - 10)) \
- || (CHAR >= 'A' && CHAR < ('A' + BASE - 10))))))
-#define CHARACTER_FROM_BASE(CHAR) \
- ((CHAR <= '9') ? CHAR - '0' : 10 + ((CHAR <= 'Z') ? CHAR - 'A' : CHAR - 'a'))
-#define D_BASE_EXP(BASE) (d_base_exp_lookup[BASE-2])
-#define D_BASE_BASE(BASE) (d_base_base_lookup[BASE-2])
-#define LG2_LOOKUP(BASE) (lg2_lookup[base-2])
+static ERTS_INLINE byte c2int_digit_from_base(byte ch) {
+ return ch <= '9' ? ch - '0'
+ : (10 + (ch <= 'Z' ? ch - 'A' : ch - 'a'));
+}
/*
- * for i in 2..64 do
- * lg2_lookup[i-2] = log2(i)
- * end
- * How many bits are needed to store string of size n
+ * How many bits are needed to store 1 digit of given base in binary
+ * Wo.Alpha formula: Table [log2[n], {n,2,36}]
*/
-const double lg2_lookup[] = { 1.0, 1.58496, 2, 2.32193, 2.58496, 2.80735, 3.0,
- 3.16993, 3.32193, 3.45943, 3.58496, 3.70044, 3.80735, 3.90689, 4.0,
- 4.08746, 4.16993, 4.24793, 4.32193, 4.39232, 4.45943, 4.52356, 4.58496,
- 4.64386, 4.70044, 4.75489, 4.80735, 4.85798, 4.90689, 4.9542, 5.0,
- 5.04439, 5.08746, 5.12928, 5.16993, 5.20945, 5.24793, 5.2854, 5.32193,
- 5.35755, 5.39232, 5.42626, 5.45943, 5.49185, 5.52356, 5.55459, 5.58496,
- 5.61471, 5.64386, 5.67243, 5.70044, 5.72792, 5.75489, 5.78136, 5.80735,
- 5.83289, 5.85798, 5.88264, 5.90689, 5.93074, 5.9542, 5.97728, 6.0 };
+static const double lg2_lookup[36-1] = {
+ 1.0, 1.58496, 2.0, 2.32193, 2.58496, 2.80735, 3.0, 3.16993, 3.32193,
+ 3.45943, 3.58496, 3.70044, 3.80735, 3.90689, 4.0, 4.08746, 4.16993, 4.24793,
+ 4.32193, 4.39232, 4.45943, 4.52356, 4.58496, 4.64386, 4.70044, 4.75489,
+ 4.80735, 4.85798, 4.90689, 4.9542, 5.0, 5.04439, 5.08746, 5.12928, 5.16993
+};
+static ERTS_INLINE double lookup_log2(Uint base) {
+ return lg2_lookup[base - 2];
+}
/*
- * for i in 2..64 do
- * d_base_exp_lookup[i-2] = 31 / lg2_lookup[i-2];
- * end
- * How many characters can fit in 31 bits
+ * How many digits can fit into a signed int (Sint) for given base, we take
+ * one digit away just to be on the safer side (some corner cases).
*/
-const byte d_base_exp_lookup[] = { 31, 19, 15, 13, 11, 11, 10, 9, 9, 8, 8, 8, 8,
- 7, 7, 7, 7, 7, 7, 7, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 5, 5, 5,
- 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5,
- 5, 5 };
+static const byte digits_per_sint_lookup[36-1] = {
+#if (SIZEOF_VOID_P == 4)
+ /* Wo.Alpha formula: Table [Trunc[31 / log[2,n]]-1, {n, 2, 36}] */
+ 30, 18, 14, 12, 10, 10, 9, 8, 8, 7, 7, 7, 7, 6, 6, 6, 6, 6, 6, 6, 5, 5, 5,
+ 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 4
+#elif (SIZEOF_VOID_P == 8)
+ /* Wo.Alpha formula: Table [Trunc[63 / log[2,n]]-1, {n, 2, 36}] */
+ 62, 38, 30, 26, 23, 21, 20, 18, 17, 17, 16, 16, 15, 15, 14, 14, 14, 13, 13,
+ 13, 13, 12, 12, 12, 12, 12, 12, 11, 11, 11, 11, 11, 11, 11, 11
+#else
+ #error "Please produce a lookup table for the new architecture"
+#endif
+};
+
+/*
+ * How many digits can fit into Erlang Small (SMALL_BITS-1) counting sign bit
+ */
+static const byte digits_per_small_lookup[36-1] = {
+#if (SIZEOF_VOID_P == 4)
+ /* Wo.Alpha formula: Table [Trunc[27 / log[2,n]]-1, {n, 2, 36}] */
+ 27, 17, 13, 11, 10, 9, 9, 8, 8, 7, 7, 7, 7, 6, 6, 6, 6, 6, 6, 6, 6, 5, 5, 5,
+ 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5
+#elif (SIZEOF_VOID_P == 8)
+ /* Wo.Alpha formula: Table [Trunc[59 / log[2,n]]-1, {n, 2, 36}] */
+ 59, 37, 29, 25, 22, 21, 19, 18, 17, 17, 16, 15, 15, 15, 14, 14, 14, 13, 13,
+ 13, 13, 13, 12, 12, 12, 12, 12, 12, 12, 11, 11, 11, 11, 11, 11
+#else
+ #error "Please produce a lookup table for the new architecture"
+#endif
+};
/*
- * for i in 2..64 do
- * d_base_base_lookup[i-2] = pow(i,d_base_exp_lookup[i-2]);
- * end
- * How much can the characters which fit in 31 bit represent
+ * Largest power of base which can be represented in a signed int (Sint).
+ * Calculated by base 2..36 to the power of corresponding element from
+ * digits_per_sint_lookup.
*/
-const Uint d_base_base_lookup[] = { 2147483648u, 1162261467u, 1073741824u,
- 1220703125u, 362797056u, 1977326743u, 1073741824u, 387420489u,
- 1000000000u, 214358881u, 429981696u, 815730721u, 1475789056u,
- 170859375u, 268435456u, 410338673u, 612220032u, 893871739u, 1280000000u,
- 1801088541u, 113379904u, 148035889u, 191102976u, 244140625u, 308915776u,
- 387420489u, 481890304u, 594823321u, 729000000u, 887503681u, 1073741824u,
- 1291467969u, 1544804416u, 1838265625u, 60466176u, 69343957u, 79235168u,
- 90224199u, 102400000u, 115856201u, 130691232u, 147008443u, 164916224u,
- 184528125u, 205962976u, 229345007u, 254803968u, 282475249u, 312500000u,
- 345025251u, 380204032u, 418195493u, 459165024u, 503284375u, 550731776u,
- 601692057u, 656356768u, 714924299u, 777600000u, 844596301u, 916132832u,
- 992436543u, 1073741824u };
+static const Sint largest_power_of_base_lookup[36-1] = {
+#if (SIZEOF_VOID_P == 4)
+ /* Wo.Alpha formula: Table [Pow[n, Trunc[31 / log[2,n]]-1], {n, 2, 36}] */
+ 1073741824, 387420489, 268435456, 244140625, 60466176, 282475249, 134217728,
+ 43046721, 100000000, 19487171, 35831808, 62748517, 105413504, 11390625,
+ 16777216, 24137569, 34012224, 47045881, 64000000, 85766121, 5153632,
+ 6436343,7962624, 9765625, 11881376, 14348907, 17210368, 20511149, 24300000,
+ 28629151, 33554432, 39135393, 45435424, 52521875, 1679616
+#elif (SIZEOF_VOID_P == 8)
+ /* Wo.Alpha formula: Table [Pow[n, Trunc[63 / log[2,n]]-1], {n, 2, 36}]
+ * with LL added after each element manually */
+ 4611686018427387904LL, 1350851717672992089LL, 1152921504606846976LL,
+ 1490116119384765625LL, 789730223053602816LL, 558545864083284007LL,
+ 1152921504606846976LL, 150094635296999121LL, 100000000000000000LL,
+ 505447028499293771LL, 184884258895036416LL, 665416609183179841LL,
+ 155568095557812224LL, 437893890380859375LL, 72057594037927936LL,
+ 168377826559400929LL, 374813367582081024LL, 42052983462257059LL,
+ 81920000000000000LL, 154472377739119461LL, 282810057883082752LL,
+ 21914624432020321LL, 36520347436056576LL, 59604644775390625LL,
+ 95428956661682176LL, 150094635296999121LL, 232218265089212416LL,
+ 12200509765705829LL, 17714700000000000LL, 25408476896404831LL,
+ 36028797018963968LL, 50542106513726817LL, 70188843638032384LL,
+ 96549157373046875LL, 131621703842267136LL
+#else
+ #error "Please produce a lookup table for the new architecture"
+#endif
+};
Eterm erts_chars_to_integer(Process *BIF_P, char *bytes,
Uint size, const int base) {
@@ -2628,8 +2672,11 @@ Eterm erts_chars_to_integer(Process *BIF_P, char *bytes,
int neg = 0;
byte b;
Eterm *hp, *hp_end;
- int m;
+ Sint m;
int lg2;
+ const Uint digits_per_small = get_digits_per_small(base);
+ const Uint digits_per_Sint = get_digits_per_signed_int(base);
+ const Sint largest_pow_of_base = get_largest_power_of_base(base);
if (size == 0)
goto bytebuf_to_integer_1_error;
@@ -2644,57 +2691,68 @@ Eterm erts_chars_to_integer(Process *BIF_P, char *bytes,
size--;
}
+ /* Trim leading zeroes */
+ if (size) {
+ while (*bytes == '0') {
+ bytes++;
+ size--;
+ if (!size) {
+ /* All zero! */
+ res = make_small(0);
+ goto bytebuf_to_integer_1_done;
+ }
+ }
+ }
+
if (size == 0)
goto bytebuf_to_integer_1_error;
- if (size < SMALL_DIGITS && base <= 10) {
- /* *
- * Take shortcut if we know that all chars are '0' < b < '9' and
- * fit in a small. This improves speed by about 10% over the generic
- * small case.
- * */
- while (size--) {
- b = *bytes++;
+ if (size < digits_per_small) {
+ if (base <= 10) {
+ /* *
+ * Take shortcut if we know that all chars are '0' < b < '9' and
+ * fit in a small. This improves speed by about 10% over the generic
+ * small case.
+ * */
+ while (size--) {
+ b = *bytes++;
- if (b < '0' || b > ('0'+base-1))
- goto bytebuf_to_integer_1_error;
+ if (b < '0' || b > ('0'+base-1))
+ goto bytebuf_to_integer_1_error;
- i = i * base + b - '0';
- }
+ i = i * base + b - '0';
+ }
- if (neg)
- i = -i;
- res = make_small(i);
- goto bytebuf_to_integer_1_done;
+ if (neg)
+ i = -i;
+ res = make_small(i);
+ goto bytebuf_to_integer_1_done;
+ }
+
+ /* Take shortcut if we know it will fit in a small.
+ * This improves speed by about 30%.
+ */
+ while (size) {
+ b = *bytes++;
+ size--;
+
+ if (c2int_is_invalid_char(b, base))
+ goto bytebuf_to_integer_1_error;
+
+ i = i * base + c2int_digit_from_base(b);
+ }
+
+ if (neg)
+ i = -i;
+ res = make_small(i);
+ goto bytebuf_to_integer_1_done;
}
/*
* Calculate the maximum number of bits which will
* be needed to represent the binary
*/
- lg2 = ((size+2)*LG2_LOOKUP(base)+1);
-
- if (lg2 < SMALL_BITS) {
- /* Take shortcut if we know it will fit in a small.
- * This improves speed by about 30%.
- */
- while (size) {
- b = *bytes++;
- size--;
-
- if (IS_VALID_CHARACTER(b,base))
- goto bytebuf_to_integer_1_error;
-
- i = i * base + CHARACTER_FROM_BASE(b);
-
- }
-
- if (neg)
- i = -i;
- res = make_small(i);
- goto bytebuf_to_integer_1_done;
-
- }
+ lg2 = ((size+2)*lookup_log2(base)+1);
/* Start calculating bignum */
m = (lg2 + D_EXP-1)/D_EXP;
@@ -2703,8 +2761,8 @@ Eterm erts_chars_to_integer(Process *BIF_P, char *bytes,
hp = HAlloc(BIF_P, m);
hp_end = hp + m;
- if ((i = (size % D_BASE_EXP(base))) == 0)
- i = D_BASE_EXP(base);
+ if ((i = (size % digits_per_Sint)) == 0)
+ i = digits_per_Sint;
n = size - i;
m = 0;
@@ -2712,34 +2770,34 @@ Eterm erts_chars_to_integer(Process *BIF_P, char *bytes,
while (i--) {
b = *bytes++;
- if (IS_VALID_CHARACTER(b,base)) {
+ if (c2int_is_invalid_char(b,base)) {
HRelease(BIF_P, hp_end, hp);
goto bytebuf_to_integer_1_error;
}
- m = base * m + CHARACTER_FROM_BASE(b);
+ m = base * m + c2int_digit_from_base(b);
}
res = small_to_big(m, hp);
while (n) {
- i = D_BASE_EXP(base);
- n -= D_BASE_EXP(base);
+ i = digits_per_Sint;
+ n -= digits_per_Sint;
m = 0;
while (i--) {
b = *bytes++;
- if (IS_VALID_CHARACTER(b,base)) {
+ if (c2int_is_invalid_char(b,base)) {
HRelease(BIF_P, hp_end, hp);
goto bytebuf_to_integer_1_error;
}
- m = base * m + CHARACTER_FROM_BASE(b);
+ m = base * m + c2int_digit_from_base(b);
}
if (is_small(res)) {
res = small_to_big(signed_val(res), hp);
}
- res = big_times_small(res, D_BASE_BASE(base), hp);
+ res = big_times_small(res, largest_pow_of_base, hp);
if (is_small(res)) {
res = small_to_big(signed_val(res), hp);
}
@@ -2770,5 +2828,166 @@ bytebuf_to_integer_1_error:
bytebuf_to_integer_1_done:
return res;
+}
+/* Converts list of digits with given 'base' to integer sequentially. Returns
+ * result in 'integer_out', remaining tail goes to 'tail_out' and returns result
+ * code if the list was consumed fully or partially or there was an error
+ */
+LTI_result_t erts_list_to_integer(Process *BIF_P, Eterm orig_list,
+ const Uint base,
+ Eterm *integer_out, Eterm *tail_out)
+{
+ Sint i = 0;
+ Uint ui = 0;
+ int skip = 0;
+ int neg = 0;
+ Sint n = 0;
+ Sint m;
+ int lg2;
+ Eterm res;
+ Eterm lst = orig_list;
+ Eterm tail = lst;
+ int error_res = LTI_BAD_STRUCTURE;
+ const Uint digits_per_small = get_digits_per_small(base);
+ const Uint digits_per_Sint = get_digits_per_signed_int(base);
+
+ if (is_nil(lst)) {
+ error_res = LTI_NO_INTEGER;
+ error:
+ *tail_out = tail;
+ *integer_out = make_small(0);
+ return error_res;
+ }
+ if (is_not_list(lst))
+ goto error;
+
+ /* if first char is a '-' then it is a negative integer */
+ if (CAR(list_val(lst)) == make_small('-')) {
+ neg = 1;
+ skip = 1;
+ lst = CDR(list_val(lst));
+ if (is_not_list(lst)) {
+ tail = lst;
+ error_res = LTI_NO_INTEGER;
+ goto error;
+ }
+ } else if (CAR(list_val(lst)) == make_small('+')) {
+ /* ignore plus */
+ skip = 1;
+ lst = CDR(list_val(lst));
+ if (is_not_list(lst)) {
+ tail = lst;
+ error_res = LTI_NO_INTEGER;
+ goto error;
+ }
+ }
+
+ /* Calculate size and do type check */
+
+ while(1) {
+ byte ch;
+ if (is_not_small(CAR(list_val(lst)))) {
+ break;
+ }
+ ch = unsigned_val(CAR(list_val(lst)));
+ if (c2int_is_invalid_char(ch, base)) {
+ break;
+ }
+ ui = ui * base;
+ ui = ui + c2int_digit_from_base(ch);
+ n++;
+ lst = CDR(list_val(lst));
+ if (is_nil(lst)) {
+ break;
+ }
+ if (is_not_list(lst)) {
+ break;
+ }
+ }
+
+ tail = lst;
+ if (!n) {
+ error_res = LTI_NO_INTEGER;
+ goto error;
+ }
+
+
+ /* If length fits inside Sint then we know it's a small int. Else we
+ * must construct a bignum and let that routine do the checking
+ */
+
+ if (n <= digits_per_small) { /* It must be small */
+ i = neg ? -(Sint)ui : (Sint)ui;
+ res = make_small(i);
+ } else {
+ const Sint largest_pow_of_base = get_largest_power_of_base(base);
+ Eterm *hp;
+ Eterm *hp_end;
+
+ /* Convert from log_base to log2 using lookup table */
+ lg2 = ((n+2)*lookup_log2(base)+1);
+ m = (lg2+D_EXP-1)/D_EXP; /* number of digits */
+ m = BIG_NEED_SIZE(m); /* number of words + thing */
+
+ hp = HAlloc(BIF_P, m);
+ hp_end = hp + m;
+
+ lst = orig_list;
+ if (skip)
+ lst = CDR(list_val(lst));
+
+ /* load first digits (at least one digit) */
+ if ((i = (n % digits_per_Sint)) == 0)
+ i = digits_per_Sint;
+ n -= i;
+ m = 0;
+ while(i--) {
+ m *= base;
+ m += c2int_digit_from_base(unsigned_val(CAR(list_val(lst))));
+ lst = CDR(list_val(lst));
+ }
+ res = small_to_big(m, hp); /* load first digits */
+
+ while(n) {
+ i = digits_per_Sint;
+ n -= digits_per_Sint;
+ m = 0;
+ while(i--) {
+ m *= base;
+ m += c2int_digit_from_base(unsigned_val(CAR(list_val(lst))));
+ lst = CDR(list_val(lst));
+ }
+ if (is_small(res))
+ res = small_to_big(signed_val(res), hp);
+ res = big_times_small(res, largest_pow_of_base, hp);
+ if (is_small(res))
+ res = small_to_big(signed_val(res), hp);
+ res = big_plus_small(res, m, hp);
+ }
+
+ if (neg) {
+ if (is_small(res))
+ res = make_small(-signed_val(res));
+ else {
+ Uint *big = big_val(res); /* point to thing */
+ *big = bignum_header_neg(*big);
+ }
+ }
+
+ if (is_not_small(res)) {
+ res = big_plus_small(res, 0, hp); /* includes conversion to small */
+
+ if (is_not_small(res)) {
+ hp += (big_arity(res)+1);
+ }
+ }
+ HRelease(BIF_P, hp_end, hp);
+ }
+ *integer_out = res;
+ *tail_out = tail;
+ if (tail != NIL) {
+ return LTI_SOME_INTEGER;
+ }
+ return LTI_ALL_INTEGER;
}
generated by cgit v1.2.3 (git 2.25.1) at 2024-11-11 14:48:01 +0000