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/dports/math/R-cran-numbers/numbers/man/
H A Ddivisors.Rd1 \name{divisors}
2 \alias{divisors}
7 Generates a list of divisors of an integer number.
10 divisors(n)
13 \item{n}{integer whose divisors will be generated.}
16 The list of all divisors of an integer \code{n} will be calculated
28 divisors(1) # 1
29 divisors(2) # 1 2
30 divisors(2^5) # 1 2 4 8 16 32
31 divisors(1000) # 1 2 4 5 8 10 ... 100 125 200 250 500 1000
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/dports/www/chromium-legacy/chromium-88.0.4324.182/third_party/angle/third_party/glmark2/src/src/libjpeg-turbo/simd/
H A Djquanti-altivec.c173 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
174 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
191 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
192 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
193 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
194 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
195 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
196 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
197 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
198 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/graphics/dssim/dssim-3.1.2/cargo-crates/mozjpeg-sys-1.0.1/vendor/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/www/firefox-esr/firefox-91.8.0/media/libjpeg/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/graphics/libjpeg-turbo/libjpeg-turbo-2.1.1/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/graphics/jpeg-turbo/libjpeg-turbo-2.1.1/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/www/firefox/firefox-99.0/media/libjpeg/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/lang/spidermonkey60/firefox-60.9.0/media/libjpeg/simd/
H A Djquanti-altivec.c173 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
174 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
191 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
192 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
193 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
194 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
195 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
196 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
197 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
198 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/www/firefox-legacy/firefox-52.8.0esr/media/libjpeg/simd/
H A Djquanti-altivec.c173 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
174 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
191 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
192 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
193 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
194 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
195 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
196 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
197 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
198 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/graphics/mozjpeg/mozjpeg-4.0.3/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/benchmarks/glmark2/glmark2-2021.12/src/libjpeg-turbo/simd/
H A Djquanti-altivec.c173 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
174 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
191 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
192 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
193 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
194 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
195 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
196 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
197 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
198 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/mail/thunderbird/thunderbird-91.8.0/media/libjpeg/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/lang/spidermonkey78/firefox-78.9.0/media/libjpeg/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/multimedia/opentoonz/opentoonz-1.5.0/thirdparty/libjpeg-turbo/libjpeg-turbo-2.0.6/simd/powerpc/
H A Djquanti-altivec.c171 corr0 = vec_ld(DCTSIZE2 * 2, divisors); in jsimd_quantize_altivec()
172 corr1 = vec_ld(DCTSIZE2 * 2 + 16, divisors); in jsimd_quantize_altivec()
189 recip0 = vec_ld(0, divisors); in jsimd_quantize_altivec()
190 recip1 = vec_ld(16, divisors); in jsimd_quantize_altivec()
191 recip2 = vec_ld(32, divisors); in jsimd_quantize_altivec()
192 recip3 = vec_ld(48, divisors); in jsimd_quantize_altivec()
193 recip4 = vec_ld(64, divisors); in jsimd_quantize_altivec()
194 recip5 = vec_ld(80, divisors); in jsimd_quantize_altivec()
195 recip6 = vec_ld(96, divisors); in jsimd_quantize_altivec()
196 recip7 = vec_ld(112, divisors); in jsimd_quantize_altivec()
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/dports/games/gcompris-qt/gcompris-qt-2.0/src/activities/gnumch-equality/
H A DWarning.qml62 var divisors = []
65 divisors.push(div)
70 if (divisors.length > 2) {
72 fault += ", " + divisors[div]
76 fault += " " + qsTr("and") + " " + divisors[divisors.length - 1] + "."
86 var divisors = []
89 divisors.push(div)
92 fault += divisors[0]
94 if (divisors.length > 2) {
96 fault += ", " + divisors[div]
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/dports/x11-drivers/xf86-video-intel/xf86-video-intel-31486f40f8e8f8923ca0799aea84b58799754564/test/
H A Ddri2-race.c145 loop = 256 >> ffs(divisors[n]); in race_window()
168 DRI2SwapBuffers(dpy, win, 0, divisors[n], count & (divisors[n]-1)); in race_window()
233 msc += divisors[n]; in race_window()
293 DRI2SwapBuffers(dpy, win, 0, divisors[n], count & (divisors[n]-1)); in race_resize()
365 msc += divisors[n]; in race_resize()
424 DRI2SwapBuffers(dpy, win, 0, divisors[n], count & (divisors[n]-1)); in race_manager()
493 msc += divisors[n]; in race_manager()
551 DRI2SwapBuffers(dpy, win, 0, divisors[n], count & (divisors[n]-1)); in race_close()
615 msc += divisors[n]; in race_close()
671 DRI2SwapBuffers(dpy, win, 0, divisors[n], count & (divisors[n]-1)); in race_client()
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/dports/math/pari/pari-2.13.3/src/functions/number_theoretical/
H A Ddivisors1 Function: divisors
5 Help: divisors(x,{flag=0}): gives a vector formed by the divisors of x in
8 (gen,?0):vec divisors($1)
11 divisors of $x$. The factorization of $x$ (as output by \tet{factor}) can
14 By definition, these divisors are the products of the irreducible
17 an integer, they are the positive divisors, in increasing order.
20 ? divisors(12)
22 ? divisors(12, 1) \\ include their factorization
26 ? divisors(x^4 + 2*x^3 + x^2) \\ also works for polynomials
31 This function requires a lot of memory if $x$ has many divisors. The
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/dports/sysutils/czkawka/czkawka-3.3.1/cargo-crates/strength_reduce-0.2.3/benches/
H A Dstrength_reduce_benchmarks.rs33 fn compute_single_division(divisors: &[$primitive_type]) -> $primitive_type {
35 for divisor in divisors {
134 let divisors = test::black_box(vec![8; REPETITIONS]); localVariable
135 b.iter(|| { test::black_box(compute_single_division(&divisors)); });
141 b.iter(|| { test::black_box(compute_single_division(&divisors)); });
180 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_32bit()
185 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_64bit()
210 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_032bit()
215 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_064bit()
220 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_096bit()
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/dports/multimedia/gstreamer1-plugins-rust/gst-plugins-rs-d0466b3eee114207f851b37cae0015c0e718f021/cargo-crates/strength_reduce-0.2.3/benches/
H A Dstrength_reduce_benchmarks.rs33 fn compute_single_division(divisors: &[$primitive_type]) -> $primitive_type {
35 for divisor in divisors {
134 let divisors = test::black_box(vec![8; REPETITIONS]); localVariable
135 b.iter(|| { test::black_box(compute_single_division(&divisors)); });
141 b.iter(|| { test::black_box(compute_single_division(&divisors)); });
180 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_32bit()
185 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_64bit()
210 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_032bit()
215 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_064bit()
220 b.iter(|| { test::black_box(compute_single_division(&divisors)); }); in targeted_single_division_096bit()
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/dports/math/flint2/flint-2.8.4/fmpq_poly/
H A Dintegral.c38 mp_ptr divisors; in _fmpq_poly_integral() local
52 divisors = TMP_ALLOC(sizeof(ulong) * len); in _fmpq_poly_integral()
70 divisors[k] = 1; in _fmpq_poly_integral()
77 divisors[k] = k; in _fmpq_poly_integral()
82 divisors[k] = k / c; in _fmpq_poly_integral()
85 c = divisors[k]; in _fmpq_poly_integral()
102 if (!fmpz_is_zero(rpoly + k) && v != divisors[k]) in _fmpq_poly_integral()
103 fmpz_mul_ui(rpoly + k, rpoly + k, divisors[k] == 1 ? v : v / divisors[k]); in _fmpq_poly_integral()
114 if (divisors[k] == 1) in _fmpq_poly_integral()
120 fmpz_divexact_ui(u, t, divisors[k]); in _fmpq_poly_integral()
/dports/math/pari/pari-2.13.3/src/functions/programming/
H A Dfordiv6 divisors of n.
8 the formal variable $X$ ranges through the divisors of $n$
9 (see \tet{divisors}, which is used as a subroutine). It is assumed that
14 This routine uses \kbd{divisors} as a subroutine, then loops over the
15 divisors. In particular, if $n$ is an integer, divisors are sorted by
18 To avoid storing all divisors, possibly using a lot of memory, the following
19 (slower) routine loops over the divisors using essentially constant space:
30 @eprog\noindent Of course, the divisors are no longer sorted by inreasing
/dports/math/lidia/lidia-2.3.0+latte-patches-2014-10-04/doc/
H A Dnmbrthry_functions.tex25 functions, e.g., computing all divisors of an integer number.
32 \begin{fcode}{sort_vector < bigint >}{divisors}{rational_factorization & $f$}
33 returns a sorted vector of all positive divisors of the number represented by $f$ (in
38 \begin{fcode}{sort_vector < bigint >}{divisors}{const bigint & $N$}
39 returns a sorted vector of all positive divisors of $N$ (in ascending order).
49 returns a sorted vector of all positive and negative divisors of $N$ (in ascending order).
59 returns a sorted vector of all positive square-free divisors of $N$ (in ascending order).
63 returns a sorted vector of all positive and negative square-free divisors of the number
81 returns a sorted vector of all positive square-free divisors of $N$ (in ascending order).
85 returns a sorted vector of all positive and negative square-free divisors of the number
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/dports/math/fxt/fxt/src/mod/
H A Ddivisors.h15 class divisors
27 divisors(const divisors&) = delete;
28 divisors & operator = (const divisors&) = delete;
50 explicit divisors(umod_t x, const umod_t *f=nullptr)
57 explicit divisors(const factorization &F) in divisors() function
60 ~divisors() in ~divisors()
/dports/graphics/libjpeg-turbo/libjpeg-turbo-2.1.1/
H A Djcdctmgr.c58 DCTELEM *divisors[NUM_QUANT_TBLS]; member
260 if (fdct->divisors[qtblno] == NULL) { in start_pass_fdctmgr()
265 dtbl = fdct->divisors[qtblno]; in start_pass_fdctmgr()
305 dtbl = fdct->divisors[qtblno]; in start_pass_fdctmgr()
422 recip = divisors[i + DCTSIZE2 * 0]; in quantize()
423 corr = divisors[i + DCTSIZE2 * 1]; in quantize()
424 shift = divisors[i + DCTSIZE2 * 3]; in quantize()
445 qval = divisors[i]; in quantize()
497 DCTELEM *divisors = fdct->divisors[compptr->quant_tbl_no]; in forward_DCT() local
565 temp = workspace[i] * divisors[i]; in quantize_float()
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/dports/graphics/jpeg-turbo/libjpeg-turbo-2.1.1/
H A Djcdctmgr.c58 DCTELEM *divisors[NUM_QUANT_TBLS]; member
260 if (fdct->divisors[qtblno] == NULL) { in start_pass_fdctmgr()
265 dtbl = fdct->divisors[qtblno]; in start_pass_fdctmgr()
305 dtbl = fdct->divisors[qtblno]; in start_pass_fdctmgr()
422 recip = divisors[i + DCTSIZE2 * 0]; in quantize()
423 corr = divisors[i + DCTSIZE2 * 1]; in quantize()
424 shift = divisors[i + DCTSIZE2 * 3]; in quantize()
445 qval = divisors[i]; in quantize()
497 DCTELEM *divisors = fdct->divisors[compptr->quant_tbl_no]; in forward_DCT() local
565 temp = workspace[i] * divisors[i]; in quantize_float()
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