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opt_int_div.h: extract sign explanation
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@ -20,7 +20,9 @@
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// helper functions
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// helper functions
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#define INT_BIN_DIV(a, b) ((a) >> (uintmax_t) log2l((b)))
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#define INT_BIN_DIV(a, b) ((a) >> (uintmax_t) log2l((b)))
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#define INT_DIV_NEG_RESULT_SIGN(a, b) (((a) < 0) ^ ((b) < 0))
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#define INT_DIV_NEG_RESULT_SIGN(a, b) \
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/* the sign is negative only if one of the numbers is negative */ \
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(((a) < 0) ^ ((b) < 0)) /* 1 if sign is negative else 0 */
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#define INT_ABS(x) ((x) < 0 ? -(x) : (x))
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#define INT_ABS(x) ((x) < 0 ? -(x) : (x))
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// the main macro
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// the main macro
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@ -28,8 +30,7 @@
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( /* beginning */ \
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( /* beginning */ \
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/* check for equality of a and b */ \
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/* check for equality of a and b */ \
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INT_ABS((a)) == INT_ABS((b)) ? \
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INT_ABS((a)) == INT_ABS((b)) ? \
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/* if only one of the numbers is negative, the result is -1, */ \
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/* the result is +/-1 */ \
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/* otherwise it is 1. */ \
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(INT_DIV_NEG_RESULT_SIGN(a, b) ? -1 : 1) : ( \
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(INT_DIV_NEG_RESULT_SIGN(a, b) ? -1 : 1) : ( \
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\
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\
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/* check if b is a power of 2 */ \
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/* check if b is a power of 2 */ \
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@ -38,8 +39,6 @@
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/* after point) == 0 */ \
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/* after point) == 0 */ \
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(roundl(fmodl(log2l(INT_ABS((b))), 1.l) * OPT_INT_DIV_ROUNDING) \
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(roundl(fmodl(log2l(INT_ABS((b))), 1.l) * OPT_INT_DIV_ROUNDING) \
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== 0.l) ? ( \
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== 0.l) ? ( \
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/* if only one of the numbers is negative, the result is */ \
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/* negative */ \
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INT_DIV_NEG_RESULT_SIGN(a, b) ? \
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INT_DIV_NEG_RESULT_SIGN(a, b) ? \
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-INT_BIN_DIV(INT_ABS(a), INT_ABS(b)) \
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-INT_BIN_DIV(INT_ABS(a), INT_ABS(b)) \
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: \
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: \
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