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/dports/math/reduce/Reduce-svn5758-src/packages/cde/examples_book/state/
H A Dwdvv_ell1_state.red242 tot_der!*:=(ddx ddy)
529 % component of ddy w.r.t. x
530 ddy(0,1):=0
531 % component of ddy w.r.t. y
532 ddy(0,2):=1
533 % component of ddy w.r.t. u
535 % component of ddy w.r.t. u_x
537 % component of ddy w.r.t. u_y
665 % component of ddy w.r.t. q
667 % component of ddy w.r.t. q_x
[all …]
H A Dtfh_ell1_state.red1733 tot_der!*:=(ddt ddx ddy)
5724 % component of ddy w.r.t. t
5725 ddy(0,1):=0
5726 % component of ddy w.r.t. x
5727 ddy(0,2):=0
5728 % component of ddy w.r.t. y
5729 ddy(0,3):=1
5730 % component of ddy w.r.t. u
5732 % component of ddy w.r.t. v
5734 % component of ddy w.r.t. w
[all …]
H A Dkpev_ho1_state.red1337 v_ty) (ddy 0 8 u_xy) (ddy 0 9 v_xy) (ddy 0 10 u_2ty) (ddy 0 11 v_2ty) (ddy 0 12
1338 u_txy) (ddy 0 13 v_txy) (ddy 0 14 u_2xy) (ddy 0 15 v_2xy) (ddy 0 16 u_3ty) (ddy
1340 v_t2xy) (ddy 0 22 u_3xy) (ddy 0 23 v_3xy) (ddy 0 24 u_4ty) (ddy 0 25 v_4ty) (ddy
1343 ddy 0 35 v_5ty) (ddy 0 36 u_4txy) (ddy 0 37 v_4txy) (ddy 0 38 u_3t2xy) (ddy 0 39
1345 v_t4xy) (ddy 0 44 u_5xy) (ddy 0 45 v_5xy) (ddy 0 46 u_6ty) (ddy 0 47 v_6ty) (ddy
1349 ddy 0 61 v_7ty) (ddy 0 62 u_6txy) (ddy 0 63 v_6txy) (ddy 0 64 u_5t2xy) (ddy 0 65
1354 q_ty) (ddy 1 5 p_xy) (ddy 1 6 q_xy) (ddy 1 7 p_2ty) (ddy 1 8 q_2ty) (ddy 1 9
1355 p_txy) (ddy 1 10 q_txy) (ddy 1 11 p_2xy) (ddy 1 12 q_2xy) (ddy 1 13 p_3ty) (ddy
1357 q_t2xy) (ddy 1 19 p_3xy) (ddy 1 20 q_3xy) (ddy 1 21 p_4ty) (ddy 1 22 q_4ty) (ddy
1360 ddy 1 32 q_5ty) (ddy 1 33 p_4txy) (ddy 1 34 q_4txy) (ddy 1 35 p_3t2xy) (ddy 1 36
[all …]
H A Dkpev_ell1_state.red594 tot_der!*:=(ddt ddx ddy)
1969 % component of ddy w.r.t. t
1970 ddy(0,1):=0
1971 % component of ddy w.r.t. x
1972 ddy(0,2):=0
1973 % component of ddy w.r.t. y
1974 ddy(0,3):=1
1975 % component of ddy w.r.t. u
1977 % component of ddy w.r.t. v
2311 % component of ddy w.r.t. p
[all …]
H A Dpav_ell1_state.red594 tot_der!*:=(ddt ddx ddy)
1969 % component of ddy w.r.t. t
1970 ddy(0,1):=0
1971 % component of ddy w.r.t. x
1972 ddy(0,2):=0
1973 % component of ddy w.r.t. y
1974 ddy(0,3):=1
1975 % component of ddy w.r.t. u
1977 % component of ddy w.r.t. v
2311 % component of ddy w.r.t. p
[all …]
H A Dkp_ell1_state.red392 tot_der!*:=(ddt ddx ddy)
1095 % component of ddy w.r.t. t
1096 ddy(0,1):=0
1097 % component of ddy w.r.t. x
1098 ddy(0,2):=0
1099 % component of ddy w.r.t. y
1100 ddy(0,3):=1
1101 % component of ddy w.r.t. u
1103 % component of ddy w.r.t. u_t
1105 % component of ddy w.r.t. u_x
[all …]
H A Dkp_ho1_state.red936 ddy 0 17 u_2t2y) (ddy 0 18 u_tx2y) (ddy 0 19 u_2x2y) (ddy 0 25 u_3t2y) (ddy 0 26
937 u_2tx2y) (ddy 0 27 u_t2x2y) (ddy 0 28 u_3x2y) (ddy 0 35 u_4t2y) (ddy 0 36
938 u_3tx2y) (ddy 0 37 u_2t2x2y) (ddy 0 38 u_t3x2y) (ddy 0 39 u_4x2y) (ddy 0 47
939 u_5t2y) (ddy 0 48 u_4tx2y) (ddy 0 49 u_3t2x2y) (ddy 0 50 u_2t3x2y) (ddy 0 51
940 u_t4x2y) (ddy 0 52 u_5x2y) (ddy 0 61 u_6t2y) (ddy 0 62 u_5tx2y) (ddy 0 63
941 u_4t2x2y) (ddy 0 64 u_3t3x2y) (ddy 0 65 u_2t4x2y) (ddy 0 66 u_t5x2y) (ddy 0 67
944 1 14 p_2t2y) (ddy 1 15 p_tx2y) (ddy 1 16 p_2x2y) (ddy 1 22 p_3t2y) (ddy 1 23
945 p_2tx2y) (ddy 1 24 p_t2x2y) (ddy 1 25 p_3x2y) (ddy 1 32 p_4t2y) (ddy 1 33
946 p_3tx2y) (ddy 1 34 p_2t2x2y) (ddy 1 35 p_t3x2y) (ddy 1 36 p_4x2y) (ddy 1 44
947 p_5t2y) (ddy 1 45 p_4tx2y) (ddy 1 46 p_3t2x2y) (ddy 1 47 p_2t3x2y) (ddy 1 48
[all …]
H A Duh_csy1_state.red2123 primary_diffcon_der_tot!*:=((ddy 0 7 u_2y) (ddy 0 11 u_t2y) (ddy 0 12 u_x2y) (
2124 ddy 0 17 u_2t2y) (ddy 0 18 u_tx2y) (ddy 0 19 u_2x2y) (ddy 0 25 u_3t2y) (ddy 0 26
2125 u_2tx2y) (ddy 0 27 u_t2x2y) (ddy 0 28 u_3x2y) (ddy 0 35 u_4t2y) (ddy 0 36
2126 u_3tx2y) (ddy 0 37 u_2t2x2y) (ddy 0 38 u_t3x2y) (ddy 0 39 u_4x2y) (ddy 0 47
2127 u_5t2y) (ddy 0 48 u_4tx2y) (ddy 0 49 u_3t2x2y) (ddy 0 50 u_2t3x2y) (ddy 0 51
2128 u_t4x2y) (ddy 0 52 u_5x2y) (ddy 0 61 u_6t2y) (ddy 0 62 u_5tx2y) (ddy 0 63
2129 u_4t2x2y) (ddy 0 64 u_3t3x2y) (ddy 0 65 u_2t4x2y) (ddy 0 66 u_t5x2y) (ddy 0 67
2130 u_6x2y) (ddy 0 77 u_7t2y) (ddy 0 78 u_6tx2y) (ddy 0 79 u_5t2x2y) (ddy 0 80
2131 u_4t3x2y) (ddy 0 81 u_3t4x2y) (ddy 0 82 u_2t5x2y) (ddy 0 83 u_t6x2y) (ddy 0 84
2132 u_7x2y) (ddy 0 95 u_8t2y) (ddy 0 96 u_7tx2y) (ddy 0 97 u_6t2x2y) (ddy 0 98
[all …]
H A Dpav_hsy1_state.red2742 ddy 0 19 v_t2y) (ddy 0 20 u_x2y) (ddy 0 21 v_x2y) (ddy 0 30 u_2t2y) (ddy 0 31
2743 v_2t2y) (ddy 0 32 u_tx2y) (ddy 0 33 v_tx2y) (ddy 0 34 u_2x2y) (ddy 0 35 v_2x2y)
2744 (ddy 0 46 u_3t2y) (ddy 0 47 v_3t2y) (ddy 0 48 u_2tx2y) (ddy 0 49 v_2tx2y) (ddy 0
2745 50 u_t2x2y) (ddy 0 51 v_t2x2y) (ddy 0 52 u_3x2y) (ddy 0 53 v_3x2y) (ddy 0 66
2746 u_4t2y) (ddy 0 67 v_4t2y) (ddy 0 68 u_3tx2y) (ddy 0 69 v_3tx2y) (ddy 0 70
2747 u_2t2x2y) (ddy 0 71 v_2t2x2y) (ddy 0 72 u_t3x2y) (ddy 0 73 v_t3x2y) (ddy 0 74
2750 ddy 0 97 v_2t3x2y) (ddy 0 98 u_t4x2y) (ddy 0 99 v_t4x2y) (ddy 0 100 u_5x2y) (ddy
2751 0 101 v_5x2y) (ddy 0 118 u_6t2y) (ddy 0 119 v_6t2y) (ddy 0 120 u_5tx2y) (ddy 0
2754 ddy 0 129 v_t5x2y) (ddy 0 130 u_6x2y) (ddy 0 131 v_6x2y) (ddy 0 150 u_7t2y) (ddy
2755 0 151 v_7t2y) (ddy 0 152 u_6tx2y) (ddy 0 153 v_6tx2y) (ddy 0 154 u_5t2x2y) (ddy
[all …]
H A Dple_ell1_state.red1872 tot_der!*:=(ddt ddx ddy ddz)
3587 % component of ddy w.r.t. t
3588 ddy(0,1):=0
3589 % component of ddy w.r.t. x
3590 ddy(0,2):=0
3591 % component of ddy w.r.t. y
3592 ddy(0,3):=1
3593 % component of ddy w.r.t. z
3594 ddy(0,4):=0
3595 % component of ddy w.r.t. u
[all …]
H A Dtfh_ho1_state.red1735 tot_der!*:=(ddt ddx ddy)
8838 % component of ddy w.r.t. t
8839 ddy(0,1):=0
8840 % component of ddy w.r.t. x
8841 ddy(0,2):=0
8842 % component of ddy w.r.t. y
8843 ddy(0,3):=1
8844 % component of ddy w.r.t. u
8846 % component of ddy w.r.t. v
8848 % component of ddy w.r.t. w
[all …]
/dports/math/reduce/Reduce-svn5758-src/packages/cde/examples/state/
H A Dkp_lho1_state.red398 primary_diffcon_der_tot!*:=((ddy 0 7 u_2y) (ddy 0 11 u_t2y) (ddy 0 12 u_x2y) (
399 ddy 0 17 u_2t2y) (ddy 0 18 u_tx2y) (ddy 0 19 u_2x2y) (ddy 0 25 u_3t2y) (ddy 0 26
400 u_2tx2y) (ddy 0 27 u_t2x2y) (ddy 0 28 u_3x2y) (ddy 0 35 u_4t2y) (ddy 0 36
401 u_3tx2y) (ddy 0 37 u_2t2x2y) (ddy 0 38 u_t3x2y) (ddy 0 39 u_4x2y))
402 primary_diffcon_odd_tot!*:=((ddy 1 4 p_2y) (ddy 1 8 p_t2y) (ddy 1 9 p_x2y) (ddy
403 1 14 p_2t2y) (ddy 1 15 p_tx2y) (ddy 1 16 p_2x2y) (ddy 1 22 p_3t2y) (ddy 1 23
404 p_2tx2y) (ddy 1 24 p_t2x2y) (ddy 1 25 p_3x2y) (ddy 1 32 p_4t2y) (ddy 1 33
405 p_3tx2y) (ddy 1 34 p_2t2x2y) (ddy 1 35 p_t3x2y) (ddy 1 36 p_4x2y))
1176 ddy(0,1):=0
1178 ddy(0,2):=0
[all …]
/dports/games/dangen/dangen-0.5/spqr/
H A Dplan-17.c25 double ddy; in plan_17() local
88 ddy = -0.06; in plan_17()
93 ddy = -0.08; in plan_17()
98 ddy = -0.1; in plan_17()
110 9999, 2.0, ddy * (-90.0), 0.0, ddy, in plan_17()
126 ddy = -0.04; in plan_17()
131 ddy = -0.06; in plan_17()
136 ddy = -0.08; in plan_17()
141 ddy = -0.1; in plan_17()
153 9999, -1.5, ddy * (-90.0), 0.0, ddy, in plan_17()
H A Dplan-6.c32 double ddy; in plan_6() local
65 ddy = -0.06; in plan_6()
73 ddy = -0.06; in plan_6()
81 ddy = 0.06; in plan_6()
89 ddy = 0.06; in plan_6()
98 ddy = -0.06; in plan_6()
107 dx, dy, ddx, ddy, in plan_6()
/dports/games/libretro-scummvm/scummvm-7b1e929/engines/cruise/
H A Dpolys.cpp50 e = ddx - ddy; in bsubline_1()
63 e += ddx - ddy; in bsubline_1()
65 e -= ddy; in bsubline_1()
76 e = ddy - ddx; in bsubline_2()
77 ddy <<= 1; in bsubline_2()
89 e += ddy - ddx; in bsubline_2()
103 e = ddy - ddx; in bsubline_3()
104 ddy <<= 1; in bsubline_3()
116 e += ddy - ddx; in bsubline_3()
130 e = ddx - ddy; in bsubline_4()
[all …]
/dports/games/scummvm/scummvm-2.5.1/engines/cruise/
H A Dpolys.cpp50 e = ddx - ddy; in bsubline_1()
63 e += ddx - ddy; in bsubline_1()
65 e -= ddy; in bsubline_1()
76 e = ddy - ddx; in bsubline_2()
77 ddy <<= 1; in bsubline_2()
89 e += ddy - ddx; in bsubline_2()
103 e = ddy - ddx; in bsubline_3()
104 ddy <<= 1; in bsubline_3()
116 e += ddy - ddx; in bsubline_3()
130 e = ddx - ddy; in bsubline_4()
[all …]
/dports/games/libretro-shaders-glsl/glsl-shaders-7052b09dc657d56bea443d5661dccbebcafe32dc/crt/shaders/crt-royale/port-helpers/
H A Dquad-pixel-communication.h131 adjy = curr - ddy(curr) * quad_vector.w; in quad_gather()
132 diag = adjx - ddy(adjx) * quad_vector.w; in quad_gather()
140 adjy = curr - ddy(curr) * quad_vector.w; in quad_gather()
141 diag = adjx - ddy(adjx) * quad_vector.w; in quad_gather()
149 adjy = curr - ddy(curr) * quad_vector.w; in quad_gather()
150 diag = adjx - ddy(adjx) * quad_vector.w; in quad_gather()
162 all.zw = all.xy - ddy(all.xy) * quad_vector.w; in quad_gather()
215 float4 ddy_curr = ddy(curr); in fine_derivatives_working()
218 …fferent = any(bool4(ddy_curr.x != ddy(adjx).x, ddy_curr.y != ddy(adjx).y, ddy_curr.z != ddy(adjx).… in fine_derivatives_working()
239 float ddy_curr = ddy(curr); in fine_derivatives_working_fast()
[all …]
/dports/games/libretro-shaders-slang/slang-shaders-9850d68939b86262eae9f0da01ff1c11daafcdc3/include/
H A Dquad-pixel-communication.h129 adjy = curr - ddy(curr) * quad_vector.w; in quad_gather()
130 diag = adjx - ddy(adjx) * quad_vector.w; in quad_gather()
138 adjy = curr - ddy(curr) * quad_vector.w; in quad_gather()
139 diag = adjx - ddy(adjx) * quad_vector.w; in quad_gather()
147 adjy = curr - ddy(curr) * quad_vector.w; in quad_gather()
148 diag = adjx - ddy(adjx) * quad_vector.w; in quad_gather()
160 all.zw = all.xy - ddy(all.xy) * quad_vector.w; in quad_gather()
213 float4 ddy_curr = ddy(curr); in fine_derivatives_working()
216 …fferent = any(bool4(ddy_curr.x != ddy(adjx).x, ddy_curr.y != ddy(adjx).y, ddy_curr.z != ddy(adjx).… in fine_derivatives_working()
237 float ddy_curr = ddy(curr); in fine_derivatives_working_fast()
[all …]
/dports/x11-clocks/wmtime/wmtime.app/wmtime/
H A Dwmtime.c397 int ddx,ddy; in DrawWijzer() local
418 ddy = 1; in DrawWijzer()
420 if (dy < 0) ddy = -1; in DrawWijzer()
448 y += ddy; in DrawWijzer()
465 y += ddy; in DrawWijzer()
488 ddy = 1; in DrawWijzer()
518 y += ddy; in DrawWijzer()
535 y += ddy; in DrawWijzer()
554 ddy = 1; in DrawWijzer()
586 y += ddy; in DrawWijzer()
[all …]
/dports/math/cppad/CppAD-20210000.8/example/general/
H A Dfor_two.cpp76 BaseVector ddy(m * p); in ForTwoCases() local
77 ddy = f.ForTwo(x, j, k); in ForTwoCases()
85 ok &= NearEqual( 2.*exp(x[1]), ddy[0*p+0], eps99, eps99); in ForTwoCases()
86 ok &= NearEqual( 2.*sin(x[1]), ddy[1*p+0], eps99, eps99); in ForTwoCases()
87 ok &= NearEqual( 2.*cos(x[1]), ddy[2*p+0], eps99, eps99); in ForTwoCases()
90 ok &= NearEqual( 2.*x[0]*exp(x[1]), ddy[0*p+1], eps99, eps99); in ForTwoCases()
91 ok &= NearEqual( 2.*x[0]*cos(x[1]), ddy[1*p+1], eps99, eps99); in ForTwoCases()
92 ok &= NearEqual(-2.*x[0]*sin(x[1]), ddy[2*p+1], eps99, eps99); in ForTwoCases()
/dports/games/untahris/untahris/
H A Dworm.cpp204 int ddx = 0, ddy = 0; in go() local
208 ddy = ((ry - y) * pull) / dist; in go()
210 if(ddx != 0 || ddy != 0) in go()
213 dy += ddy; in go()
215 while(dx * ddx + dy * ddy <= 500); in go()
334 void pullRope(OWorm *worm, int ddx, int ddy) { in pullRope()
336 dx -= ddx; dy -= ddy; in pullRope()
342 dx -= ddx/3; dy -= ddy/3; in pullRope()
362 if(ddx || ddy) { in pullRope()
363 int d1 = degx[di1] * ddx + degy[di1] * ddy; in pullRope()
[all …]
/dports/graphics/processing/processing-1.5.1/modes/java/examples/Books/Visualizing Data/ch08-graphlayout/step_06c_variable_size_nodes/
H A DNode.pde27 float ddy = 0;
37 ddy += random(1);
40 ddy += vy / lensq;
44 float dlen = mag(ddx, ddy) / 2;
47 dy += ddy / dlen;
/dports/graphics/processing/processing-1.5.1/modes/java/examples/Books/Visualizing Data/ch08-graphlayout/step_07c_save_pdf/
H A DNode.pde27 float ddy = 0;
37 ddy += random(1);
40 ddy += vy / lensq;
44 float dlen = mag(ddx, ddy) / 2;
47 dy += ddy / dlen;
/dports/graphics/processing/processing-1.5.1/modes/java/examples/Books/Visualizing Data/ch08-graphlayout/step_08c_graphviz/
H A DNode.pde27 float ddy = 0;
37 ddy += random(1);
40 ddy += vy / lensq;
44 float dlen = mag(ddx, ddy) / 2;
47 dy += ddy / dlen;
/dports/misc/bb/bb-1.3.0/
H A Dprint.c31 int ddy1, ddy, spy = 0, ey; in fastscale() local
41 ddy = y1 + y1; in fastscale()
43 if (ddy1 < ddy) in fastscale()
44 spy = (ddy / ddy1) * width1, ddy %= ddy1; in fastscale()
61 ey += ddy; in fastscale()

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