/dports/math/maxima/maxima-5.43.2/tests/ |
H A D | rtest_gamma.mac | 271 genfact(0,0,1); 273 genfact(1,1,1); 275 genfact(2,2,1); 277 genfact(3,3,1); 279 genfact(4,4,1); 295 genfact(10,9,1); 297 genfact(10,8,1); 299 genfact(10,7,1); 301 genfact(10,6,1); 303 genfact(10,5,1); [all …]
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H A D | rtest15.mac | 1074 * ultraspherical pochhammer zeta genfact gen_laguerre
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/dports/math/maxima/maxima-5.43.2/ |
H A D | ChangeLog-5.17-special-functions | 28 Maxima User function: genfact(x,y,z): 30 - Adding tests for the arguments of genfact(x,y,z). 31 The algorithm of genfact(x,y,z) only works for the following range 46 double_factorial is a generalization of genfact(x,y,z) for real and 48 function genfact(x,y,z) is called.
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H A D | ChangeLog-5.18 | 122 2393169 spherical_harmonic: Bad argument to genfact
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H A D | ChangeLog | 6520 genfact functions. Note 6522 genfact(x,n,-1) = x (x+1) (x+2) ... (x+n-1)
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/dports/math/maxima/maxima-5.43.2/doc/info/ |
H A D | MathFunctions.texi | 1010 yields a noun form @code{genfact (n, n/2, 2)}. 1311 @anchor{genfact} 1312 @deffn {Function} genfact (@var{x}, @var{y}, @var{z}) 1316 @code{genfact (x, x, 1) = x!} and @code{genfact (x, x/2, 2) = x!!}.
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H A D | Differentiation.texi | 925 @c items come out quoted. Some items are in terms of @code{genfact}, which
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H A D | maxima.info | 385 Ref: genfact382292
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H A D | index.hhk | 2486 <param name="Local" value="maxima_10.html#index-genfact"> 2487 <param name="Name" value="genfact"></object>
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H A D | maxima.info-1 | 9821 'n!!' yields a noun form 'genfact (n, n/2, 2)'. 9971 -- Function: genfact (<x>, <y>, <z>) 9974 ... (x - (y - 1) z)'. Thus, when <x> is an integer, 'genfact (x, 9975 x, 1) = x!' and 'genfact (x, x/2, 2) = x!!'.
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/dports/editors/neovim/neovim-0.6.1/runtime/syntax/ |
H A D | maxima.vim | 90 syn keyword maximaFunc gamma %gamma gammalim gauss gcd gcdex gcfactor gdet genfact
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/dports/editors/vim/vim-8.2.3745/runtime/syntax/ |
H A D | maxima.vim | 90 syn keyword maximaFunc gamma %gamma gammalim gauss gcd gcdex gcfactor gdet genfact
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/dports/www/nextcloud/nextcloud/apps-pkg/text/js/highlight/ |
H A D | maxima.js.map | 1 …rob gcd gcdex gcdivide' +\n ' gcfac gcfactor gd generalized_lambert_w genfact gen_laguerre genm…
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/dports/math/maxima/maxima-5.43.2/doc/info/de.utf8/ |
H A D | maxima.info-2 | 2837 die Substantivform 'genfact(n, n/2,2)' zurück. Siehe die Funktion 2838 'genfact'. 2849 (%o2) genfact(1.5, 0, 2) 2852 (%o3) genfact(x, -, 2) 3103 -- Funktion: genfact (<x>, <y>, <z>) 3107 dann entspricht 'genfact(x, x, 1)' der Fakultät 'x!' und 3108 'genfact(x, x/2, 2)' der doppelten Fakultät 'x!!'. Siehe auch die
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H A D | maxima.info | 385 Ref: genfact428298
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/dports/math/maxima/maxima-5.43.2/doc/info/de/ |
H A D | maxima.info-2 | 2837 die Substantivform 'genfact(n, n/2,2)' zur�ck. Siehe die Funktion 2838 'genfact'. 2849 (%o2) genfact(1.5, 0, 2) 2852 (%o3) genfact(x, -, 2) 3103 -- Funktion: genfact (<x>, <y>, <z>) 3107 dann entspricht 'genfact(x, x, 1)' der Fakult�t 'x!' und 3108 'genfact(x, x/2, 2)' der doppelten Fakult�t 'x!!'. Siehe auch die
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H A D | maxima.info | 385 Ref: genfact428298
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/dports/math/maxima/maxima-5.43.2/doc/info/es.utf8/ |
H A D | maxima.info-2 | 1231 flotante o racional, 'n!!' produce una forma de nombre 'genfact (n, 1373 -- Función: genfact (<x>, <y>, <z>) 1375 z) ... (x - (y - 1) z)'. Así, para el entero <x>, 'genfact (x, x, 1376 1) = x!' y 'genfact (x, x/2, 2) = x!!'.
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/dports/math/maxima/maxima-5.43.2/doc/info/es/ |
H A D | maxima.info-2 | 1231 flotante o racional, 'n!!' produce una forma de nombre 'genfact (n, 1373 -- Funci�n: genfact (<x>, <y>, <z>) 1375 z) ... (x - (y - 1) z)'. As�, para el entero <x>, 'genfact (x, x, 1376 1) = x!' y 'genfact (x, x/2, 2) = x!!'.
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/dports/math/maxima/maxima-5.43.2/doc/info/pt_BR/ |
H A D | maxima.info-1 | 2319 substantiva 'genfact (n, n/2, 2)'. 4685 -- Fun��o: genfact (<x>, <y>, <z>) 4687 ... (x - (y - 1) z)'. Dessa forma, para integral <x>, 'genfact (x, 4688 x, 1) = x!' e 'genfact (x, x/2, 2) = x!!'.
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/dports/math/maxima/maxima-5.43.2/doc/info/pt/ |
H A D | maxima.info-1 | 2226 substantiva 'genfact (n, n/2, 2)'. 4609 -- Fun��o da class: genfact (<x>, <y>, <z>) 4611 ... (x - (y - 1) z)'. Dessa forma, para integral <x>, 'genfact (x, 4612 x, 1) = x!' e 'genfact (x, x/2, 2) = x!!'.
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/dports/math/maxima/maxima-5.43.2/doc/info/pt.utf8/ |
H A D | maxima.info-1 | 2226 substantiva 'genfact (n, n/2, 2)'. 4609 -- Função da class: genfact (<x>, <y>, <z>) 4611 ... (x - (y - 1) z)'. Dessa forma, para integral <x>, 'genfact (x, 4612 x, 1) = x!' e 'genfact (x, x/2, 2) = x!!'.
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/dports/math/maxima/maxima-5.43.2/doc/info/pt_BR.utf8/ |
H A D | maxima.info-1 | 2319 substantiva 'genfact (n, n/2, 2)'. 4685 -- Função: genfact (<x>, <y>, <z>) 4687 ... (x - (y - 1) z)'. Dessa forma, para integral <x>, 'genfact (x, 4688 x, 1) = x!' e 'genfact (x, x/2, 2) = x!!'.
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/dports/math/maxima/maxima-5.43.2/locale/ |
H A D | pt.po | 2150 msgid "genfact: generalized factorial not defined for given arguments."
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H A D | es.po | 2791 msgid "genfact: generalized factorial not defined for given arguments."
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