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/dports/converters/p5-LaTeXML/LaTeXML-0.8.6/t/graphics/
H A Dpicture.tex292 & $(\pm h,0)$ & $\tfrac{1}{8}$ & \\
293 & $(0,\pm h)$ & $\tfrac{1}{8}$ & \\
302 & $(\pm \tfrac{1}{2}h,\pm \tfrac{1}{2} h)$ & $\tfrac{1}{4}$ & $O(h^4)$ \\
313 & $(0,0)$ & $\tfrac{1}{6}$ & $O(h^8)$\\
315 & $(\pm\tfrac{1}{2}h,\pm\tfrac{1}{2}h)$ & $\tfrac{1}{6}$ & \\
326 & $(\pm\tfrac{1}{3}\sqrt{6}h,0)$ & $\tfrac{1}{8}$ &\\
327 & $(\pm\tfrac{1}{6}\sqrt{6}h,\pm\tfrac{1}{2}\sqrt{2}h)$ & $\tfrac{1}{8}$ &\\
338 & $(\pm h,\pm h)$ & $\tfrac{1}{36}$ & \\
346 & $(\pm\tfrac{1}{3}\sqrt{3}h,\pm\tfrac{1}{3}\sqrt{3}h)$ & $\tfrac{1}{4}$ & $O(h^4)$ \\
357 & $(\pm\sqrt{\tfrac{3}{5}}h,0)$, $(0,\pm\sqrt{\tfrac{3}{5}}h)$ & $\tfrac{10}{81}$ & \\
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/dports/graphics/bmeps/dktools-4.31.1/doc/tex/wxdkdraw/
H A Dtd-grid-de.tex10 \(\tfrac{1}{8}\)\,Zoll oder \(\tfrac{1}{10}\)\,Zoll sein.
52 Basislänge \(b=\tfrac{1}{5}\,\text{mm}\) benutzt.
61 Um im cm"=System in Zehnerpotzenzteilung auf \(\tfrac{1}{100}\)\,mm genau
72 &&&\\[-0.8em]cm&\(\tfrac{1}{100}\,\text{mm}\)&2&1\\[0.2em]
74 &&&\\[-0.8em]cm&\(\tfrac{1}{128}\,\text{mm}\)&7&\\[0.2em]
76 % &&&\\[-0.8em]cm&\(\tfrac{1}{1000}\,\text{mm}\)&3&2\\[0.2em]
78 % &&&\\[-0.8em]cm&\(\tfrac{1}{1024}\,\text{mm}\)&10&\\[0.2em]
80 &&&\\[-0.8em]Zoll&\(\tfrac{1}{100}\,\text{Zoll}\)&2&2\\[0.2em]
82 &&&\\[-0.8em]Zoll&\(\tfrac{1}{128}\,\text{Zoll}\)&7&\\[0.2em]
84 &&&\\[-0.8em]Zoll&\(\tfrac{1}{1000}\,\text{Zoll}\)&3&3\\[0.2em]
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H A Dtd-arrow-de.tex25 s&=\frac{\tfrac{l}{2}}{\sin{\left(\tfrac{\alpha}{2}\right)}}=\frac{l}{w}\hksqrt{h^2+\tfrac{1}{4}w^2}
36 \frac{\tfrac{l}{2}}{c_{\text{min}}}&=\tan{\left(\frac{\alpha}{2}\right)}=\frac{w}{2h}\\[0.2em]
37 c_{\text{min}}&=\frac{\tfrac{l}{2}}{\tan{\left(\tfrac{\alpha}{2}\right)}}=\frac{l\cdot{}h}{w}&c_{\t…
42 c&=\tfrac{1}{2}(c_{\text{max}}+c_{\text{min}})\\[0.2em]
43 \Delta c&=\tfrac{1}{2}(c_{\text{max}}-c_{\text{min}})
H A Dtd-splines-de.tex40 \ora{r_{\text{ce}}}&=\ora{r_{\text{e}}}-\tfrac{1}{3}\dot{\ora{r}}(1)
107 \tfrac{\partial f}{\partial u}&=\begin{cases}
111 \tfrac{\partial e}{\partial u}&=\begin{cases}
175 …tfrac{\intd z_x}{\intd t}&=x_{i-1}\tfrac{\partial F_{i-1}^+(t)}{\partial t}+x_i\tfrac{\partial F_i…
176 …tfrac{\intd z_y}{\intd t}&=y_{i-1}\tfrac{\partial F_{i-1}^+(t)}{\partial t}+y_i\tfrac{\partial F_i…
177 n'(t)&=\tfrac{\partial F_{i-1}^+(t)}{\partial t}+\tfrac{\partial F_i^+(t)}{\partial t}+\tfrac{\part…
178 x(t)&=\tfrac{z_x(t)}{n(t)}\\[0.2em]
179 y(t)&=\tfrac{z_y(t)}{n(t)}\\[0.2em]
180 x'(t)=\tfrac{\intd x}{\intd t}&=\tfrac{n(t)\cdot z_x'(t)-z_x(t)\cdot n'(t)}{n^2(t)}\\[0.2em]
181 y'(t)=\tfrac{\intd y}{\intd t}&=\tfrac{n(t)\cdot z_y'(t)-z_y(t)\cdot n'(t)}{n^2(t)}\\
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H A Dtd-conclusions-de.tex30 Basislänge \(b=\tfrac{1}{5}\,\text{mm}\) benutzt.
41 \(\tfrac{50}{127}\)
65 wird dabei um den Faktor \(\tfrac{1}{2^7}=\tfrac{1}{128}\) kleiner.
184 s&=\frac{\tfrac{l}{2}}{\sin{\left(\tfrac{\alpha}{2}\right)}}=\frac{l}{w}\hksqrt{{l_{\text{a}}}^2+\t…
195 \frac{\tfrac{l}{2}}{c_{\text{min}}}&=\tan{\left(\frac{\alpha}{2}\right)}=\frac{w_{\text{a}}}{2l_{\t…
196 c_{\text{min}}&=\frac{\tfrac{l}{2}}{\tan{\left(\tfrac{\alpha}{2}\right)}}=\frac{l\cdot{}l_{\text{a}…
201 c&=\tfrac{1}{2}(c_{\text{max}}+c_{\text{min}})\\[0.2em]
202 \Delta c&=\tfrac{1}{2}(c_{\text{max}}-c_{\text{min}})
H A Dtd-arcs-de.tex62 \tfrac{c}{r}&=\hksqrt{2-2\cos{\alpha_c}}\\[0.2em]
63 2-2\cos{\alpha_c}&={\left(\tfrac{c}{r}\right)}^2\\[0.2em]
64 2\cos{\alpha_c}&=2-{\left(\tfrac{c}{r}\right)}^2\\[0.2em]
65 \cos{\alpha_c}&=1-\tfrac{c^2}{2r^2}\\[0.2em]
66 \alpha_c&=\arccos{\left(1-\tfrac{c^2}{2r^2}\right)}\\
76 Kreisbogensegmente mit \(|\alpha|\leq\tfrac{\pi}{2}\) verwendet,
92 \ora{r_{\text{cs}}}&=\ora{r_{\text{s}}}+\tfrac{1}{3}\dot{\ora{r}}(0)\\*[0.2em]
93 \ora{r_{\text{ce}}}&=\ora{r_{\text{e}}}-\tfrac{1}{3}\dot{\ora{r}}(1)
117 r&=\left|\ora{r_{\text{b}}}(\tfrac{1}{2})\right|\\*
/dports/graphics/bmeps/dktools-4.31.1/doc/tex/fig2lat/
H A Df2lde.tex123 s&=\frac{\tfrac{l}{2}}{\sin{\left(\tfrac{\alpha}{2}\right)}}=\frac{l}{w_{\text{a}}}\hksqrt{l_{\text…
326 …tfrac{\intd z_x}{\intd t}&=x_{i-1}\tfrac{\partial F_{i-1}^+(t)}{\partial t}+x_i\tfrac{\partial F_i…
327 …tfrac{\intd z_y}{\intd t}&=y_{i-1}\tfrac{\partial F_{i-1}^+(t)}{\partial t}+y_i\tfrac{\partial F_i…
328 n'(t)&=\tfrac{\partial F_{i-1}^+(t)}{\partial t}+\tfrac{\partial F_i^+(t)}{\partial t}+\tfrac{\part…
329 x(t)&=\tfrac{z_x(t)}{n(t)}\\[0.2em]
331 x'(t)=\tfrac{\intd x}{\intd t}&=\tfrac{n(t)\cdot z_x'(t)-z_x(t)\cdot n'(t)}{n^2(t)}\\[0.2em]
332 y'(t)=\tfrac{\intd y}{\intd t}&=\tfrac{n(t)\cdot z_y'(t)-z_y(t)\cdot n'(t)}{n^2(t)}\\
441 x_B+\tfrac{1}{2}(x_A-x_B)+t_M(y_B-y_A)&=x_B+\tfrac{1}{2}(x_C-x_B)+s_M(y_B-y_C)\\[0.2em]
442 y_B+\tfrac{1}{2}(y_A-y_B)+t_M(x_B-x_A)&=y_B+\tfrac{1}{2}(y_C-y_B)+s_M(x_B-x_C)\\[0.5em]
443 \tfrac{1}{2}(x_A+x_B)+t_M(y_B-y_A)&=\tfrac{1}{2}(x_C+x_B)+s_M(y_B-y_C)\\[0.2em]
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/dports/graphics/xcftools/xcftools-d72ba82/src/
H A Dflatten.c28 unsigned tfrac, alpha ; in composite_one() local
30 tfrac = ALPHA(top) ; in composite_one()
37 tfrac = (256*ALPHA(top) - 1) / alpha ; in composite_one()
62 + ((uint32_t)scaletable[ tfrac ][255&(top>>RED_SHIFT )] << RED_SHIFT ) in composite_one()
63 + ((uint32_t)scaletable[ tfrac ][255&(top>>GREEN_SHIFT)] << GREEN_SHIFT ) in composite_one()
64 + ((uint32_t)scaletable[ tfrac ][255&(top>>BLUE_SHIFT )] << BLUE_SHIFT ) in composite_one()
65 + ((uint32_t)scaletable[255^tfrac][255&(bot>>RED_SHIFT )] << RED_SHIFT ) in composite_one()
66 + ((uint32_t)scaletable[255^tfrac][255&(bot>>GREEN_SHIFT)] << GREEN_SHIFT ) in composite_one()
402 unsigned tfrac = ALPHA(top->pixels[i]) ; in merge_exotic() local
404 unsigned pseudotop = (tfrac < ALPHA(bp) ? tfrac : ALPHA(bp)); in merge_exotic()
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/dports/graphics/krita/krita-4.4.8/plugins/impex/xcf/3rdparty/xcftools/
H A Dflatten.c29 unsigned tfrac, alpha ; in rgba() local
31 tfrac = ALPHA(top) ; in rgba()
38 tfrac = (256*ALPHA(top) - 1) / alpha ; in rgba()
63 + ((uint32_t)scaletable[ tfrac ][255&(top>>RED_SHIFT )] << RED_SHIFT ) in rgba()
64 + ((uint32_t)scaletable[ tfrac ][255&(top>>GREEN_SHIFT)] << GREEN_SHIFT ) in rgba()
65 + ((uint32_t)scaletable[ tfrac ][255&(top>>BLUE_SHIFT )] << BLUE_SHIFT ) in rgba()
66 + ((uint32_t)scaletable[255^tfrac][255&(bot>>RED_SHIFT )] << RED_SHIFT ) in rgba()
67 + ((uint32_t)scaletable[255^tfrac][255&(bot>>GREEN_SHIFT)] << GREEN_SHIFT ) in rgba()
414 unsigned tfrac = ALPHA(top->pixels[i]) ; in merge_exotic() local
416 unsigned pseudotop = (tfrac < ALPHA(bp) ? tfrac : ALPHA(bp)); in merge_exotic()
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/dports/textproc/hs-pandoc-crossref/pandoc-crossref-0.3.12.0/_cabal_deps/texmath-0.12.1.1/tests/writers/
H A Dsphere_volume.tex4 & = \phi\Big|_{0}^{2\pi}\ ( - \cos\theta)\Big|_{0}^{\pi}\ \tfrac{1}{3}\rho^{3}\Big|_{0}^{R} \\
5 & = 2\pi \times 2 \times \tfrac{1}{3}R^{3} \\
6 & = \tfrac{4}{3}\pi R^{3} \\
/dports/textproc/hs-pandoc/pandoc-2.14.2/_cabal_deps/texmath-0.12.3.1/tests/writers/
H A Dsphere_volume.tex4 …& = \phi\Big|_{0}^{2\pi}\ \left( -\cos\theta \right)\Big|_{0}^{\pi}\ \tfrac{1}{3}\rho^{3}\Big|_{0}…
5 & = 2\pi \times 2 \times \tfrac{1}{3}R^{3} \\
6 & = \tfrac{4}{3}\pi R^{3} \\
/dports/net/ntp/ntp-4.2.8p15/ntpd/
H A Drefclock_zyfer.c217 l_fp tfrac; in zyfer_receive() local
293 ZERO(tfrac); in zyfer_receive()
304 tsntp = gpsntp_from_calendar(&tsdoy, tfrac); in zyfer_receive()
305 tfrac = ntpfp_from_ntpdatum(&tsntp); in zyfer_receive()
306 refclock_process_offset(pp, tfrac, pp->lastrec, pp->fudgetime1); in zyfer_receive()
/dports/science/afni/afni-AFNI_21.3.16/src/
H A D3dXClustSim.c1559 tfrac = (4.0f+farp_goal)*0.000777f ; in main()
1714 ttemp = tfrac ; tfrac += dtt ; in main()
1717 ttemp = tfrac ; tfrac = tfracold + (FG_GOAL-farpercold)/fff ; in main()
1721 if( tfrac < min_tfrac ) tfrac = min_tfrac ; in main()
1722 else if( tfrac > TFTOP ) tfrac = TFTOP ; in main()
2318 tfrac = (4.0f+farp_goal)*0.00005f ; in main()
2328 tfrac = tfs[jd] * farp_goal / fps[jd] ; in main()
2522 ttemp = tfrac ; tfrac += dtt ; in main()
2525 ttemp = tfrac ; tfrac = tfracold + (FG_GOAL-farpercold)/fff ; in main()
2529 if( tfrac < min_tfrac ) tfrac = min_tfrac ; in main()
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/dports/science/gromacs/gromacs-2021.4/src/gromacs/gmxana/
H A Dgmx_angle.cpp179 double tfrac = 0; in gmx_g_angle() local
331 tfrac = 0.0; in gmx_g_angle()
335 tfrac += trans_frac[i]; in gmx_g_angle()
339 tfrac /= nframes; in gmx_g_angle()
340 fprintf(stderr, "Average trans fraction: %g\n", tfrac); in gmx_g_angle()
380 dih[i][j] = dval - tfrac; in gmx_g_angle()
384 dih[i][j] = -tfrac; in gmx_g_angle()
/dports/astro/libgal/libgal-0.5.0/sgp4/
H A Dgal_initsgp4p.c108 double ts70, ds70, tfrac, c1, thgr70, fk5r, c1p2p ; in gal_initsgp4p() local
166 tfrac = ts70 - ds70 ; in gal_initsgp4p()
171 *gsto = fmod ( thgr70 + c1 * ds70 + c1p2p * tfrac + ts70 * ts70 * fk5r, GAL_2PI ) ; in gal_initsgp4p()
/dports/comms/gnuradio/gnuradio-3.8.4.0/gr-blocks/lib/
H A Dtagged_file_sink_impl.cc102 double tfrac = pmt::to_double(pmt::tuple_ref(time, 1)); in work() local
104 d_timeval = (double)tsecs + tfrac + delta; in work()
133 double tfrac = pmt::to_double(pmt::tuple_ref(time, 1)); in work() local
138 d_timeval = (double)tsecs + tfrac + delta; in work()
/dports/astro/pykep/pykep-2.6/src/third_party/cspice/
H A Dzzinil.c29 doublereal tfrac, thgr70, c1, d1, j2; in zzinil_() local
436 tfrac = ts70 - ids70; in zzinil_()
444 *gsto = thgr70 + c1 * ids70 + c1p2p * tfrac + ts70 * ts70 * fk5r; in zzinil_()
/dports/astro/py-pykep/pykep-2.6/src/third_party/cspice/
H A Dzzinil.c29 doublereal tfrac, thgr70, c1, d1, j2; in zzinil_() local
436 tfrac = ts70 - ids70; in zzinil_()
444 *gsto = thgr70 + c1 * ids70 + c1p2p * tfrac + ts70 * ts70 * fk5r; in zzinil_()
/dports/math/arb/arb-2.21.1/doc/source/
H A Dagm.rst54 …\frac{\pi}{4 K(z^2)} = \tfrac{1}{2} - \tfrac{1}{8} z^2 - \tfrac{5}{128} z^4 - \tfrac{11}{512} z^6 …
/dports/graphics/openimageio/oiio-Release-2.2.16.0/src/libtexture/
H A Dtexture3d.cpp437 float tfrac = floorfrac(t, &tint); in accum3d_sample_bilinear() local
615 tfrac, rfrac); in accum3d_sample_bilinear()
635 sfrac, tfrac); in accum3d_sample_bilinear()
650 sfrac, tfrac, rfrac); in accum3d_sample_bilinear()
669 tfrac, rfrac); in accum3d_sample_bilinear()
697 sfrac, tfrac); in accum3d_sample_bilinear()
726 tfrac, rfrac); in accum3d_sample_bilinear()
746 sfrac, tfrac); in accum3d_sample_bilinear()
770 tfrac, rfrac); in accum3d_sample_bilinear()
790 sfrac, tfrac); in accum3d_sample_bilinear()
[all …]
/dports/graphics/py-openimageio/oiio-Release-2.2.16.0/src/libtexture/
H A Dtexture3d.cpp437 float tfrac = floorfrac(t, &tint); in accum3d_sample_bilinear() local
615 tfrac, rfrac); in accum3d_sample_bilinear()
635 sfrac, tfrac); in accum3d_sample_bilinear()
650 sfrac, tfrac, rfrac); in accum3d_sample_bilinear()
669 tfrac, rfrac); in accum3d_sample_bilinear()
697 sfrac, tfrac); in accum3d_sample_bilinear()
726 tfrac, rfrac); in accum3d_sample_bilinear()
746 sfrac, tfrac); in accum3d_sample_bilinear()
770 tfrac, rfrac); in accum3d_sample_bilinear()
790 sfrac, tfrac); in accum3d_sample_bilinear()
[all …]
/dports/math/cadabra2/cadabra2-2.3.6.8/core/properties/
H A DSigmaMatrix.tex3 These are the invariant tensors relating the~$(\tfrac{1}{2},\tfrac{1}{2})$ to the vector representa…
/dports/devel/R-cran-Hmisc/Hmisc/R/
H A Dscat1d.s4 scat1d <- function(x, side=3, frac=.02, jitfrac=.008, tfrac,
52 if(missing(tfrac))
53 tfrac <- if(n<125) 1
55 else if (tfrac < 0 || tfrac > 1)
79 if(tfrac<1)
81 l <- tfrac*(b-a)
320 col=col.group[g], tfrac=if(N<125) 1 else max(.1, 125/N),
/dports/games/libretro-paralleln64/parallel-n64-6e26fbb/mupen64plus-video-angrylion/n64video/rdp/
H A Dtex.c161 int32_t sfrac, tfrac, invsf, invtf, sfracrg, invsfrg; in texture_pipeline_cycle() local
181 tfrac = sst1 & 0x1f; in texture_pipeline_cycle()
186 tcclamp_cycle(wid, &sss1, &sst1, &sfrac, &tfrac, maxs, maxt, tilenum); in texture_pipeline_cycle()
201 upper = (sfrac + tfrac) & 0x20; in texture_pipeline_cycle()
212 upperrg = (sfracrg + tfrac) & 0x20; in texture_pipeline_cycle()
251 center = (sfrac == 0x10 && tfrac == 0x10); in texture_pipeline_cycle()
252 centerrg = (sfracrg == 0x10 && tfrac == 0x10); in texture_pipeline_cycle()
257 invtf = 0x20 - tfrac; in texture_pipeline_cycle()
273 … TEX->r = t0.r + ((sfracrg * (t1.r - t0.r) + tfrac * (t2.r - t0.r) + 0x10) >> 5); in texture_pipeline_cycle()
299 … TEX->b = t0.b + ((sfrac * (t1.b - t0.b) + tfrac * (t2.b - t0.b) + 0x10) >> 5); in texture_pipeline_cycle()
[all …]
/dports/converters/p5-LaTeXML/LaTeXML-0.8.6/t/math/
H A Dfracs.tex6 $\tfrac{a}{b}$
11 \[\tfrac{a}{b}\]

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