Lines Matching refs:j3
1707 picoos_int32 i, i0, j, j0, j1, j2, j3, m, mh;
1716 j3 = j2 + m;
1721 x2r = a[j1] + a[j3];
1722 x2i = a[j1 + 1] + a[j3 + 1];
1723 x3r = a[j1] - a[j3];
1724 x3i = a[j1 + 1] - a[j3 + 1];
1731 a[j3] = x1r - x3i;
1732 a[j3 + 1] = x1i - x3r;
1760 j3 = j2 + m;
1765 x2r = a[j1] + a[j3];
1766 x2i = a[j1 + 1] + a[j3 + 1];
1767 x3r = a[j1] - a[j3];
1768 x3i = a[j1 + 1] - a[j3 + 1];
1779 a[j3] = Mult_W_W(wk3r, x0r) + Mult_W_W(wk3i, x0i);
1780 a[j3 + 1] = Mult_W_W(wk3r, x0i) - Mult_W_W(wk3i, x0r);
1785 x2r = a[j1 + 2] + a[j3 + 2];
1786 x2i = a[j1 + 3] + a[j3 + 3];
1787 x3r = a[j1 + 2] - a[j3 + 2];
1788 x3i = a[j1 + 3] - a[j3 + 3];
1799 a[j3 + 2] = Mult_W_W(wd3r, x0r) + Mult_W_W(wd3i, x0i);
1800 a[j3 + 3] = Mult_W_W(wd3r, x0i) - Mult_W_W(wd3i, x0r);
1804 j3 = j2 + m;
1809 x2r = a[j1] + a[j3];
1810 x2i = a[j1 + 1] + a[j3 + 1];
1811 x3r = a[j1] - a[j3];
1812 x3i = a[j1 + 1] - a[j3 + 1];
1823 a[j3] = Mult_W_W(wk3i, x0r) + Mult_W_W(wk3r, x0i);
1824 a[j3 + 1] = Mult_W_W(wk3i, x0i) - Mult_W_W(wk3r, x0r);
1829 x2r = a[j1 - 2] + a[j3 - 2];
1830 x2i = a[j1 - 1] + a[j3 - 1];
1831 x3r = a[j1 - 2] - a[j3 - 2];
1832 x3i = a[j1 - 1] - a[j3 - 1];
1843 a[j3 - 2] = Mult_W_W(wd3i, x0r) + Mult_W_W(wd3r, x0i);
1844 a[j3 - 1] = Mult_W_W(wd3i, x0i) - Mult_W_W(wd3r, x0r);
1858 j3 = j2 + m;
1863 x2r = a[j1 - 2] + a[j3 - 2];
1864 x2i = a[j1 - 1] + a[j3 - 1];
1865 x3r = a[j1 - 2] - a[j3 - 2];
1866 x3i = a[j1 - 1] - a[j3 - 1];
1877 a[j3 - 2] = Mult_W_W(wk3r, x0r) + Mult_W_W(wk3i, x0i);
1878 a[j3 - 1] = Mult_W_W(wk3r, x0i) - Mult_W_W(wk3i, x0r);
1883 x2r = a[j1] + a[j3];
1884 x2i = a[j1 + 1] + a[j3 + 1];
1885 x3r = a[j1] - a[j3];
1886 x3i = a[j1 + 1] - a[j3 + 1];
1897 a[j3] = -picofftsg_mult_w_a(wd1r, (x0r + x0i));
1898 a[j3 + 1] = -picofftsg_mult_w_a(wd1r, (x0i - x0r));
1903 x2r = a[j1 + 2] + a[j3 + 2];
1904 x2i = a[j1 + 3] + a[j3 + 3];
1905 x3r = a[j1 + 2] - a[j3 + 2];
1906 x3i = a[j1 + 3] - a[j3 + 3];
1917 a[j3 + 2] = Mult_W_W(wk3i, x0r) + Mult_W_W(wk3r, x0i);
1918 a[j3 + 3] = Mult_W_W(wk3i, x0i) - Mult_W_W(wk3r, x0r);
2034 picoos_int32 i, i0, j, j0, j1, j2, j3, m, mh;
2043 j3 = j2 + m;
2048 x2r = a[j1] + a[j3];
2049 x2i = a[j1 + 1] + a[j3 + 1];
2050 x3r = a[j1] - a[j3];
2051 x3i = a[j1 + 1] - a[j3 + 1];
2058 a[j3] = x1r + x3i;
2059 a[j3 + 1] = x1i - x3r;
2084 j3 = j2 + m;
2089 x2r = a[j1] + a[j3];
2090 x2i = a[j1 + 1] + a[j3 + 1];
2091 x3r = a[j1] - a[j3];
2092 x3i = a[j1 + 1] - a[j3 + 1];
2103 a[j3] = Mult_W_W(wk3r, x0r) + Mult_W_W(wk3i, x0i);
2104 a[j3 + 1] = Mult_W_W(wk3r, x0i) - Mult_W_W(wk3i, x0r);
2109 x2r = a[j1 + 2] + a[j3 + 2];
2110 x2i = a[j1 + 3] + a[j3 + 3];
2111 x3r = a[j1 + 2] - a[j3 + 2];
2112 x3i = a[j1 + 3] - a[j3 + 3];
2123 a[j3 + 2] = Mult_W_W(wd3r, x0r) + Mult_W_W(wd3i, x0i);
2124 a[j3 + 3] = Mult_W_W(wd3r, x0i) - Mult_W_W(wd3i, x0r);
2128 j3 = j2 + m;
2133 x2r = a[j1] + a[j3];
2134 x2i = a[j1 + 1] + a[j3 + 1];
2135 x3r = a[j1] - a[j3];
2136 x3i = a[j1 + 1] - a[j3 + 1];
2147 a[j3] = Mult_W_W(wk3i, x0r) + Mult_W_W(wk3r, x0i);
2148 a[j3 + 1] = Mult_W_W(wk3i, x0i) - Mult_W_W(wk3r, x0r);
2153 x2r = a[j1 - 2] + a[j3 - 2];
2154 x2i = a[j1 - 1] + a[j3 - 1];
2155 x3r = a[j1 - 2] - a[j3 - 2];
2156 x3i = a[j1 - 1] - a[j3 - 1];
2167 a[j3 - 2] = Mult_W_W(wd3i, x0r) + Mult_W_W(wd3r, x0i);
2168 a[j3 - 1] = Mult_W_W(wd3i, x0i) - Mult_W_W(wd3r, x0r);
2182 j3 = j2 + m;
2187 x2r = a[j1 - 2] + a[j3 - 2];
2188 x2i = a[j1 - 1] + a[j3 - 1];
2189 x3r = a[j1 - 2] - a[j3 - 2];
2190 x3i = a[j1 - 1] - a[j3 - 1];
2201 a[j3 - 2] = Mult_W_W(wk3r, x0r) + Mult_W_W(wk3i, x0i);
2202 a[j3 - 1] = Mult_W_W(wk3r, x0i) - Mult_W_W(wk3i, x0r);
2207 x2r = a[j1] + a[j3];
2208 x2i = a[j1 + 1] + a[j3 + 1];
2209 x3r = a[j1] - a[j3];
2210 x3i = a[j1 + 1] - a[j3 + 1];
2221 a[j3] = -picofftsg_mult_w_a(wd1r, (x0r + x0i));
2222 a[j3 + 1] = -picofftsg_mult_w_a(wd1r, (x0i - x0r));
2227 x2r = a[j1 + 2] + a[j3 + 2];
2228 x2i = a[j1 + 3] + a[j3 + 3];
2229 x3r = a[j1 + 2] - a[j3 + 2];
2230 x3i = a[j1 + 3] - a[j3 + 3];
2241 a[j3 + 2] = Mult_W_W(wk3i, x0r) + Mult_W_W(wk3r, x0i);
2242 a[j3 + 3] = Mult_W_W(wk3i, x0i) - Mult_W_W(wk3r, x0r);
2248 picoos_int32 i, i0, j, j0, j1, j2, j3, m, mh;
2259 j3 = j2 + m;
2264 x2r = a[j1] - a[j3 + 1];
2265 x2i = a[j1 + 1] + a[j3];
2266 x3r = a[j1] + a[j3 + 1];
2267 x3i = a[j1 + 1] - a[j3];
2278 a[j3] = x1r + y0i;
2279 a[j3 + 1] = x1i - y0r;
2317 j3 = j2 + m;
2322 x2r = a[j1] - a[j3 + 1];
2323 x2i = a[j1 + 1] + a[j3];
2324 x3r = a[j1] + a[j3 + 1];
2325 x3i = a[j1 + 1] - a[j3];
2340 a[j3] = y0r - y2r;
2341 a[j3 + 1] = y0i - y2i;
2346 x2r = a[j1 + 2] - a[j3 + 3];
2347 x2i = a[j1 + 3] + a[j3 + 2];
2348 x3r = a[j1 + 2] + a[j3 + 3];
2349 x3i = a[j1 + 3] - a[j3 + 2];
2364 a[j3 + 2] = y0r - y2r;
2365 a[j3 + 3] = y0i - y2i;
2369 j3 = j2 + m;
2374 x2r = a[j1] - a[j3 + 1];
2375 x2i = a[j1 + 1] + a[j3];
2376 x3r = a[j1] + a[j3 + 1];
2377 x3i = a[j1 + 1] - a[j3];
2392 a[j3] = y0r - y2r;
2393 a[j3 + 1] = y0i - y2i;
2398 x2r = a[j1 - 2] - a[j3 - 1];
2399 x2i = a[j1 - 1] + a[j3 - 2];
2400 x3r = a[j1 - 2] + a[j3 - 1];
2401 x3i = a[j1 - 1] - a[j3 - 2];
2416 a[j3 - 2] = y0r - y2r;
2417 a[j3 - 1] = y0i - y2i;
2436 j3 = j2 + m;
2441 x2r = a[j1 - 2] - a[j3 - 1];
2442 x2i = a[j1 - 1] + a[j3 - 2];
2443 x3r = a[j1 - 2] + a[j3 - 1];
2444 x3i = a[j1 - 1] - a[j3 - 2];
2459 a[j3 - 2] = y0r - y2r;
2460 a[j3 - 1] = y0i - y2i;
2465 x2r = a[j1] - a[j3 + 1];
2466 x2i = a[j1 + 1] + a[j3];
2467 x3r = a[j1] + a[j3 + 1];
2468 x3i = a[j1 + 1] - a[j3];
2483 a[j3] = y0r + y2r;
2484 a[j3 + 1] = y0i + y2i;
2489 x2r = a[j1 + 2] - a[j3 + 3];
2490 x2i = a[j1 + 3] + a[j3 + 2];
2491 x3r = a[j1 + 2] + a[j3 + 3];
2492 x3i = a[j1 + 3] - a[j3 + 2];
2507 a[j3 + 2] = y0r - y2r;
2508 a[j3 + 3] = y0i - y2i;
