Searched refs:PSC_Q_FRACTION (Results 1 – 1 of 1) sorted by relevance
102 #define PSC_Q_FRACTION 19 macro103 #define PSC_Q_ROUND_OFFSET (1 << (PSC_Q_FRACTION - 1))117 result = (int)(temp >> PSC_Q_FRACTION); in mult_q()131 temp = (int64_t)A << PSC_Q_FRACTION; in div_q()148 int sum = 1 << PSC_Q_FRACTION; in exp_approx_q()149 int term = 1 << PSC_Q_FRACTION; in exp_approx_q()151 term = mult_q(term, div_q(x, 1 << PSC_Q_FRACTION)); in exp_approx_q()153 term = mult_q(term, div_q(x, 2 << PSC_Q_FRACTION)); in exp_approx_q()155 term = mult_q(term, div_q(x, 3 << PSC_Q_FRACTION)); in exp_approx_q()157 term = mult_q(term, div_q(x, 4 << PSC_Q_FRACTION)); in exp_approx_q()[all …]
