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/dports/lang/racket/racket-8.3/src/bc/gc2/
H A Droots.c17 roots->size = roots->size ? ( 2 * roots->size ) : 500; in grow_roots()
23 if (roots->roots) in grow_roots()
24 free(roots->roots); in grow_roots()
26 roots->roots = new_roots; in grow_roots()
58 if ( (roots->roots[astart] <= roots->roots[bstart]) in sort_and_merge_roots()
61 if (roots->roots[bend] > roots->roots[aend]) in sort_and_merge_roots()
62 roots->roots[aend] = roots->roots[bend]; in sort_and_merge_roots()
65 } else if (roots->roots[bstart] == roots->roots[bend]) { in sort_and_merge_roots()
73 roots->roots[emptystart] = roots->roots[bstart]; in sort_and_merge_roots()
74 roots->roots[emptyend] = roots->roots[bend]; in sort_and_merge_roots()
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/dports/lang/racket-minimal/racket-8.3/src/bc/gc2/
H A Droots.c17 roots->size = roots->size ? ( 2 * roots->size ) : 500; in grow_roots()
23 if (roots->roots) in grow_roots()
24 free(roots->roots); in grow_roots()
26 roots->roots = new_roots; in grow_roots()
58 if ( (roots->roots[astart] <= roots->roots[bstart]) in sort_and_merge_roots()
61 if (roots->roots[bend] > roots->roots[aend]) in sort_and_merge_roots()
62 roots->roots[aend] = roots->roots[bend]; in sort_and_merge_roots()
65 } else if (roots->roots[bstart] == roots->roots[bend]) { in sort_and_merge_roots()
73 roots->roots[emptystart] = roots->roots[bstart]; in sort_and_merge_roots()
74 roots->roots[emptyend] = roots->roots[bend]; in sort_and_merge_roots()
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/dports/science/PETSc/petsc-3.14.1/src/dm/impls/patch/tests/output/
H A Dex1_4.out46 [0] Number of roots=64, leaves=4, remote ranks=1
51 [1] Number of roots=64, leaves=2, remote ranks=1
54 [2] Number of roots=64, leaves=0, remote ranks=0
55 [3] Number of roots=64, leaves=0, remote ranks=0
56 [4] Number of roots=64, leaves=2, remote ranks=1
59 [5] Number of roots=64, leaves=1, remote ranks=1
61 [6] Number of roots=64, leaves=0, remote ranks=0
62 [7] Number of roots=64, leaves=0, remote ranks=0
63 [8] Number of roots=64, leaves=0, remote ranks=0
64 [9] Number of roots=64, leaves=0, remote ranks=0
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H A Dex1_2.out16 [0] Number of roots=16, leaves=9, remote ranks=4
26 [1] Number of roots=16, leaves=0, remote ranks=0
27 [2] Number of roots=16, leaves=0, remote ranks=0
28 [3] Number of roots=16, leaves=0, remote ranks=0
31 [0] Number of roots=16, leaves=4, remote ranks=1
36 [1] Number of roots=16, leaves=0, remote ranks=0
37 [2] Number of roots=16, leaves=0, remote ranks=0
38 [3] Number of roots=16, leaves=0, remote ranks=0
44 [0] Number of roots=16, leaves=0, remote ranks=0
45 [1] Number of roots=16, leaves=9, remote ranks=4
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/dports/science/axom/axom-0.6.1/src/axom/core/tests/
H A Dnumerics_polynomial_solvers.hpp33 double roots[1]; in TEST() local
44 roots[0] = 0; in TEST()
56 roots[0] = 0; in TEST()
68 roots[0] = 0; in TEST()
80 roots[0] = 0; in TEST()
92 roots[0] = 0; in TEST()
119 roots[0] = 0; in TEST()
120 roots[1] = 0; in TEST()
135 roots[0] = 0; in TEST()
136 roots[1] = 0; in TEST()
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/dports/math/mpfrcx/mpfrcx-0.6.2/tests/
H A Dtc_tower.c64 mpc_t *roots; in example1() local
97 mpc_conj (roots [12], roots [10], MPC_RNDNN); in example1()
98 mpc_conj (roots [13], roots [11], MPC_RNDNN); in example1()
99 mpc_conj (roots [14], roots [ 8], MPC_RNDNN); in example1()
100 mpc_conj (roots [15], roots [ 9], MPC_RNDNN); in example1()
101 mpc_conj (roots [16], roots [ 6], MPC_RNDNN); in example1()
102 mpc_conj (roots [17], roots [ 7], MPC_RNDNN); in example1()
103 mpc_conj (roots [18], roots [ 4], MPC_RNDNN); in example1()
104 mpc_conj (roots [19], roots [ 5], MPC_RNDNN); in example1()
132 free (roots); in example1()
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H A Dtf_tower.c66 mpc_t *roots; in example1() local
142 mpc_clear (roots [i]); in example1()
143 free (roots); in example1()
156 mpc_t *roots; in example2() local
190 mpc_clear (roots [i]); in example2()
191 free (roots); in example2()
205 mpc_t *roots; in example3() local
223 mpc_init2 (roots [0], prec); in example3()
262 mpc_clear (roots [0]); in example3()
264 mpc_clear (roots [i]); in example3()
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/dports/science/PETSc/petsc-3.14.1/src/vec/is/sf/tests/output/
H A Dex5_2.out2 [0] Number of roots=10, leaves=70, remote ranks=7
73 [1] Number of roots=10, leaves=0, remote ranks=0
74 [2] Number of roots=10, leaves=0, remote ranks=0
75 [3] Number of roots=10, leaves=0, remote ranks=0
76 [4] Number of roots=10, leaves=0, remote ranks=0
77 [5] Number of roots=10, leaves=0, remote ranks=0
78 [6] Number of roots=10, leaves=0, remote ranks=0
86 [1] Number of roots=0, leaves=5, remote ranks=1
92 [2] Number of roots=0, leaves=5, remote ranks=1
98 [3] Number of roots=0, leaves=5, remote ranks=1
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/dports/textproc/py-sphinx/stage/usr/local/lib/python3.8/site-packages/Sphinx-3.5.2-py3.8.egg-info/
H A DSOURCES.txt816 tests/roots/test-basic/conf.py
1156 tests/roots/test-intl/bom.txt
1157 tests/roots/test-intl/conf.py
1165 tests/roots/test-intl/i18n.png
1166 tests/roots/test-intl/img.png
1172 tests/roots/test-intl/raw.txt
1349 tests/roots/test-root/bom.txt
1350 tests/roots/test-root/conf.py
1356 tests/roots/test-root/img.gif
1357 tests/roots/test-root/img.pdf
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/dports/textproc/py-sphinx/Sphinx-3.5.2/Sphinx.egg-info/
H A DSOURCES.txt816 tests/roots/test-basic/conf.py
1156 tests/roots/test-intl/bom.txt
1157 tests/roots/test-intl/conf.py
1165 tests/roots/test-intl/i18n.png
1166 tests/roots/test-intl/img.png
1172 tests/roots/test-intl/raw.txt
1349 tests/roots/test-root/bom.txt
1350 tests/roots/test-root/conf.py
1356 tests/roots/test-root/img.gif
1357 tests/roots/test-root/img.pdf
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/dports/math/apache-commons-math/commons-math3-3.6.1-src/src/test/java/org/apache/commons/math3/complex/
H A DRootsOfUnityTest.java35 roots.getReal(0); in testMathIllegalState1()
41 roots.getImaginary(0); in testMathIllegalState2()
47 roots.isCounterClockWise(); in testMathIllegalState3()
53 roots.computeRoots(0); in testZeroNumberOfRoots()
60 roots.computeRoots(5); in testGetNumberOfRoots()
66 roots.computeRoots(-5); in testGetNumberOfRoots()
68 roots.computeRoots(6); in testGetNumberOfRoots()
81 roots.computeRoots(n); in testComputeRoots()
83 roots.computeRoots(-n); in testComputeRoots()
90 final int n = roots.isCounterClockWise() ? roots.getNumberOfRoots() : in doTestComputeRoots()
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/dports/science/simbody/simbody-Simbody-3.7/SimTKcommon/tests/
H A DPolynomialTest.cpp87 Vec3 coeff(1.0, -roots[0]-roots[1], roots[0]*roots[1]); in testQuadraticRealRoots()
89 testQuadratic(coeff, Vec<2,Complex>(roots[0], roots[1])); in testQuadraticRealRoots()
109 Vec<3,Complex> coeff(1.0, -roots[0]-roots[1], roots[0]*roots[1]); in testQuadraticComplexRoots()
111 testQuadratic(coeff, roots); in testQuadraticComplexRoots()
156 …Vec4 coeff(1.0, -roots[0]-roots[1]-roots[2], roots[0]*roots[1]+roots[1]*roots[2]+roots[2]*roots[0]… in testCubicRealRoots()
158 testCubic(coeff, Vec<3,Complex>(roots[0], roots[1], roots[2])); in testCubicRealRoots()
178 …4,Complex> coeff(1.0, -roots[0]-roots[1]-roots[2], roots[0]*roots[1]+roots[1]*roots[2]+roots[2]*ro… in testCubicComplexRoots()
180 testCubic(coeff, Vec<3,Complex>(roots[0], roots[1], roots[2])); in testCubicComplexRoots()
346 Vector_<Complex> roots; in testSolveArbitrary() local
350 roots.resize(length-1); in testSolveArbitrary()
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/dports/graphics/colmap/colmap-3.6/lib/PoissonRecon/
H A DFactor.cpp36 roots[0][0]=-a0/a1; in Factor()
37 roots[0][1]=0; in Factor()
48 roots[0][0]=roots[1][0]=-a1; in Factor()
49 roots[0][1]=-d; in Factor()
50 roots[1][1]= d; in Factor()
54 roots[0][1]=roots[1][1]=0; in Factor()
80 roots[0][1]=roots[1][1]=roots[2][1]=0; in Factor()
94 roots[0][1]=0; in Factor()
98 roots[1][0]= roots[2][0]=-s1-s2; in Factor()
100 roots[2][1]=-roots[1][1]; in Factor()
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/dports/math/geogram/geogram-1.7.7/src/lib/geogram/third_party/PoissonRecon/
H A DFactor.cpp36 roots[0][0]=-a0/a1; in Factor()
37 roots[0][1]=0; in Factor()
48 roots[0][0]=roots[1][0]=-a1; in Factor()
49 roots[0][1]=-d; in Factor()
50 roots[1][1]= d; in Factor()
54 roots[0][1]=roots[1][1]=0; in Factor()
80 roots[0][1]=roots[1][1]=roots[2][1]=0; in Factor()
94 roots[0][1]=0; in Factor()
98 roots[1][0]= roots[2][0]=-s1-s2; in Factor()
100 roots[2][1]=-roots[1][1]; in Factor()
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/dports/math/pdal/PDAL-2.3.0/vendor/kazhdan/
H A DFactor.cpp36 roots[0][0]=-a0/a1; in Factor()
37 roots[0][1]=0; in Factor()
48 roots[0][0]=roots[1][0]=-a1; in Factor()
49 roots[0][1]=-d; in Factor()
50 roots[1][1]= d; in Factor()
54 roots[0][1]=roots[1][1]=0; in Factor()
80 roots[0][1]=roots[1][1]=roots[2][1]=0; in Factor()
94 roots[0][1]=0; in Factor()
98 roots[1][0]= roots[2][0]=-s1-s2; in Factor()
100 roots[2][1]=-roots[1][1]; in Factor()
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/dports/cad/meshlab/meshlab-Meshlab-2020.05/src/meshlabplugins/filter_screened_poisson/Src/
H A DFactor.cpp36 roots[0][0]=-a0/a1; in Factor()
37 roots[0][1]=0; in Factor()
48 roots[0][0]=roots[1][0]=-a1; in Factor()
49 roots[0][1]=-d; in Factor()
50 roots[1][1]= d; in Factor()
54 roots[0][1]=roots[1][1]=0; in Factor()
80 roots[0][1]=roots[1][1]=roots[2][1]=0; in Factor()
94 roots[0][1]=0; in Factor()
98 roots[1][0]= roots[2][0]=-s1-s2; in Factor()
100 roots[2][1]=-roots[1][1]; in Factor()
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/dports/cad/meshlab/meshlab-Meshlab-2020.05/src/plugins_unsupported/filter_poisson/src/
H A DFactor.cpp36 roots[0][0]=-a0/a1; in Factor()
37 roots[0][1]=0; in Factor()
48 roots[0][0]=roots[1][0]=-a1; in Factor()
49 roots[0][1]=-d; in Factor()
50 roots[1][1]= d; in Factor()
54 roots[0][1]=roots[1][1]=0; in Factor()
80 roots[0][1]=roots[1][1]=roots[2][1]=0; in Factor()
94 roots[0][1]=0; in Factor()
98 roots[1][0]= roots[2][0]=-s1-s2; in Factor()
100 roots[2][1]=-roots[1][1]; in Factor()
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/dports/graphics/pcl-pointclouds/pcl-pcl-1.12.0/surface/src/3rdparty/poisson4/
H A Dfactor.cpp43 roots[0][0]=-a0/a1; in Factor()
44 roots[0][1]=0; in Factor()
55 roots[0][0]=roots[1][0]=-a1; in Factor()
56 roots[0][1]=-d; in Factor()
57 roots[1][1]= d; in Factor()
61 roots[0][1]=roots[1][1]=0; in Factor()
87 roots[0][1]=roots[1][1]=roots[2][1]=0; in Factor()
101 roots[0][1]=0; in Factor()
105 roots[1][0]= roots[2][0]=-s1-s2; in Factor()
107 roots[2][1]=-roots[1][1]; in Factor()
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/dports/devel/R-cran-BH/BH/inst/include/boost/math/tools/
H A Dcubic_roots.hpp46 return roots; in cubic_roots()
49 roots[0] = x0; in cubic_roots()
50 roots[1] = x1; in cubic_roots()
51 return roots; in cubic_roots()
55 roots[0] = x0; in cubic_roots()
56 roots[1] = x1; in cubic_roots()
57 roots[2] = 0; in cubic_roots()
58 std::sort(roots.begin(), roots.end()); in cubic_roots()
59 return roots; in cubic_roots()
111 std::sort(roots.begin(), roots.end()); in cubic_roots()
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/dports/science/simbody/simbody-Simbody-3.7/SimTKcommon/Polynomial/src/
H A DPolynomialRootFinder.cpp43 roots[0] = complex<T>(root, 0.0); in findRoots()
53 roots[0] = root; in findRoots()
54 roots[1] = -root; in findRoots()
64 roots[0] = q/a; in findRoots()
65 roots[1] = c/q; in findRoots()
80 roots[0] = root; in findRoots()
81 roots[1] = -root; in findRoots()
86 roots[0] = q/a; in findRoots()
87 roots[1] = c/q; in findRoots()
139 int n = roots.size(); in findRoots()
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/dports/math/arb/arb-2.21.1/acb_poly/
H A Dfind_roots.c54 arb_set_fmpq(acb_realref(roots + 0), q, prec); in _acb_poly_roots_initial_values()
55 mag_zero(arb_radref(acb_realref(roots + 0))); in _acb_poly_roots_initial_values()
58 arb_set_fmpq(acb_imagref(roots + 0), q, prec); in _acb_poly_roots_initial_values()
59 mag_zero(arb_radref(acb_imagref(roots + 0))); in _acb_poly_roots_initial_values()
64 acb_mul(roots + i, roots + i - 1, roots + 0, prec); in _acb_poly_roots_initial_values()
71 _acb_poly_find_roots(acb_ptr roots, in _acb_poly_find_roots() argument
96 acb_inv(roots + 0, poly + 1, prec); in _acb_poly_find_roots()
97 acb_mul(roots + 0, roots + 0, poly + 0, prec); in _acb_poly_find_roots()
98 acb_neg(roots + 0, roots + 0); in _acb_poly_find_roots()
105 _acb_vec_set(roots, initial, deg); in _acb_poly_find_roots()
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/dports/math/arb/arb-2.21.1/arb_fmpz_poly/
H A Dcomplex_roots.c28 static int check_isolation(acb_srcptr roots, slong len) in check_isolation() argument
34 if (arf_sgn(arb_midref(acb_imagref(roots + i))) >= 0) in check_isolation()
40 if (acb_overlaps(roots + i, roots + j)) in check_isolation()
141 acb_mul(roots + i * deflation, in arb_fmpz_poly_complex_roots()
171 arb_zero(acb_imagref(roots + i)); in arb_fmpz_poly_complex_roots()
174 if (!check_isolation(roots, deg)) in arb_fmpz_poly_complex_roots()
190 _acb_vec_sort_pretty(roots, deg); in arb_fmpz_poly_complex_roots()
195 if (acb_is_real(roots + i)) in arb_fmpz_poly_complex_roots()
202 if (arb_is_positive(acb_imagref(roots + i))) in arb_fmpz_poly_complex_roots()
204 acb_swap(roots_deflated + j, roots + i); in arb_fmpz_poly_complex_roots()
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/dports/math/eclib/eclib-20210318/libsrc/
H A Dcompproc.cc165 {roots[0]=roots[1]=roots[2]= mc1over3; in solvecubic()
169 roots[2]=-( roots[0] + roots[0]+c1); in solvecubic()
179 roots[1]=w*roots[0]; in solvecubic()
180 roots[2]=w*roots[1]; in solvecubic()
200 roots[1]=w*roots[0]; in solvecubic()
201 roots[2]=w*roots[1]; in solvecubic()
246 roots[i] = z; in solvecubic()
253 return roots; in solvecubic()
382 roots[1] = conj(roots[0]); in solverealquartic()
387 return roots; in solverealquartic()
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/dports/lang/racket/racket-8.3/collects/compiler/
H A Dcompilation-path.rkt18 (unless (and (list? roots)
19 (pair? roots)
22 roots))
42 (define orig-root (car roots))
44 (if (or (and (null? (cdr roots))
49 (let loop ([roots (cdr roots)])
51 [(null? roots)
69 #:roots [roots (current-compiled-file-roots)]
75 #:roots [roots (current-compiled-file-roots)]
76 #:default-root [default-root (and (pair? roots) (car roots))])
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/dports/lang/racket-minimal/racket-8.3/collects/compiler/
H A Dcompilation-path.rkt18 (unless (and (list? roots)
19 (pair? roots)
22 roots))
42 (define orig-root (car roots))
44 (if (or (and (null? (cdr roots))
49 (let loop ([roots (cdr roots)])
51 [(null? roots)
69 #:roots [roots (current-compiled-file-roots)]
75 #:roots [roots (current-compiled-file-roots)]
76 #:default-root [default-root (and (pair? roots) (car roots))])
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