/dports/math/maxima/maxima-5.43.2/share/linearalgebra/ |
H A D | rtest_cholesky.mac | 15 (for r in [floatfield, complexfield, generalring, rationalfield, crering, noncommutingring] do ( 28 (for r in [floatfield, complexfield, generalring, rationalfield, crering, noncommutingring] do ( 43 (for r in [floatfield, complexfield, generalring, crering, noncommutingring] do ( 57 (for r in [complexfield, generalring] do ( 72 (for r in [complexfield, generalring, noncommutingring] do ( 87 (for r in [complexfield, noncommutingring] do (
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H A D | rtest_lu.mac | 87 mp : get_lu_factors(lu_factor(m,complexfield)),
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/dports/math/maxima/maxima-5.43.2/share/mnewton/ |
H A D | mnewton.mac | 60 i, j, k, keepfloat:true, ratprint:false, field : 'complexfield, float2bf : true], 96 if field = 'complexfield then 116 if field = 'complexfield then
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H A D | rtest_mnewton.mac | 117 As the maxima-discuss thread "COERCE-FLOAT-FUN in complexfield" 124 lu_factor (M, complexfield)$
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/dports/math/py-Diofant/Diofant-0.13.0/diofant/domains/ |
H A D | __init__.py | 6 from .complexfield import CC, ComplexField
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/dports/math/py-sympy/sympy-1.9/sympy/polys/domains/ |
H A D | __init__.py | 18 from .complexfield import ComplexField, CC
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H A D | domain.py | 778 from sympy.polys.domains.complexfield import ComplexField
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/dports/devel/gdb/gdb-11.1/gdb/testsuite/gdb.compile/ |
H A D | compile.c | 47 _Complex double complexfield; member
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H A D | compile-cplus.c | 50 _Complex double complexfield; member
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/dports/science/py-scipy/scipy-1.7.1/scipy/io/matlab/tests/ |
H A D | gen_mat5files.m | 55 'complexfield',(1+1j)*[sqrt(2) exp(1) pi]));
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/dports/math/maxima/maxima-5.43.2/doc/info/ |
H A D | linearalgebra.texi | 700 (2) When the field is either @code{floatfield} or @code{complexfield}, the 717 (c) @code{complexfield} -- the field of complex floating point numbers of 730 When the field is @code{floatfield}, @code{complexfield}, or 759 @code{complexfield}, for example, are Common Lisp complex numbers. Thus 771 @c lu_factor (M, complexfield)$ 787 (%i4) lu_factor (M, complexfield)$
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H A D | maxima.info-3 | 2122 (2) When the field is either 'floatfield' or 'complexfield', the 2140 (c) 'complexfield' - the field of complex floating point numbers of 2152 When the field is 'floatfield', 'complexfield', or 'runningerror', 2180 'complexfield', for example, are Common Lisp complex numbers. Thus 2195 (%i4) lu_factor (M, complexfield)$
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/dports/math/py-sympy/sympy-1.9/sympy/polys/tests/ |
H A D | test_constructor.py | 6 from sympy.polys.domains.complexfield import ComplexField
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H A D | test_polytools.py | 54 from sympy.polys.domains.complexfield import ComplexField
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/dports/math/py-sympy/sympy-1.9/sympy/polys/ |
H A D | constructor.py | 8 from sympy.polys.domains.complexfield import ComplexField
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/dports/math/maxima/maxima-5.43.2/doc/info/es/ |
H A D | maxima.info-7 | 5678 * Si el campo es 'floatfield' o 'complexfield', los n�meros 5696 c. 'complexfield' - el campo de los n�meros complejos decimales 5710 Si el campo es 'floatfield', 'complexfield' o 'runningerror', el 5739 'complexfield' son n�meros complejos de Common Lisp. Tras la 5754 (%i4) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/es.utf8/ |
H A D | maxima.info-7 | 5678 * Si el campo es 'floatfield' o 'complexfield', los números 5696 c. 'complexfield' - el campo de los números complejos decimales 5710 Si el campo es 'floatfield', 'complexfield' o 'runningerror', el 5739 'complexfield' son números complejos de Common Lisp. Tras la 5754 (%i4) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/de/ |
H A D | maxima.info-8 | 808 (2) When the field is either 'floatfield' or 'complexfield', the 823 double, (c) 'complexfield' - the field of complex floating point 830 When the field is 'floatfield', 'complexfield', or 'runningerror', 858 'complexfield', for example, are Common Lisp complex numbers. Thus 873 (%i4) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/de.utf8/ |
H A D | maxima.info-8 | 808 (2) When the field is either 'floatfield' or 'complexfield', the 823 double, (c) 'complexfield' - the field of complex floating point 830 When the field is 'floatfield', 'complexfield', or 'runningerror', 858 'complexfield', for example, are Common Lisp complex numbers. Thus 873 (%i4) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/pt_BR/ |
H A D | maxima.info-5 | 7625 (2) Quando o corpo for ou 'floatfield' ou 'complexfield', os 7641 precis�o dupla, (c) 'complexfield' - o corpo dos n�meros complexos 7649 Quando o corpo for 'floatfield', 'complexfield', ou 'runningerror', 7678 Elementos do 'complexfield', por exemplo, s�o n�meros complexos do 7692 (%i4) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/pt_BR.utf8/ |
H A D | maxima.info-5 | 7625 (2) Quando o corpo for ou 'floatfield' ou 'complexfield', os 7641 precisão dupla, (c) 'complexfield' - o corpo dos números complexos 7649 Quando o corpo for 'floatfield', 'complexfield', ou 'runningerror', 7678 Elementos do 'complexfield', por exemplo, são números complexos do 7692 (%i4) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/pt/ |
H A D | maxima.info-5 | 5043 (2) Quando o corpo for ou 'floatfield' ou 'complexfield', os 5059 precis�o dupla, (c) 'complexfield' - o corpo dos n�meros complexos 5067 Quando o corpo for 'floatfield', 'complexfield', ou 'runningerror', 5097 Elementos do 'complexfield', por exemplo, s�o n�meros complexos do 5116 (%i5) lu_factor (M, complexfield)$
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/dports/math/maxima/maxima-5.43.2/doc/info/pt.utf8/ |
H A D | maxima.info-5 | 5043 (2) Quando o corpo for ou 'floatfield' ou 'complexfield', os 5059 precisão dupla, (c) 'complexfield' - o corpo dos números complexos 5067 Quando o corpo for 'floatfield', 'complexfield', ou 'runningerror', 5097 Elementos do 'complexfield', por exemplo, são números complexos do 5116 (%i5) lu_factor (M, complexfield)$
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