From: Jorge B. <fic...@us...> - 2005-08-16 07:41:40
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Update of /cvsroot/maxima/maxima/doc/info/pt In directory sc8-pr-cvs1.sourceforge.net:/tmp/cvs-serv8177 Modified Files: Elliptic_pt.texi Log Message: updating to english version Index: Elliptic_pt.texi =================================================================== RCS file: /cvsroot/maxima/maxima/doc/info/pt/Elliptic_pt.texi,v retrieving revision 1.2 retrieving revision 1.3 diff -u -d -r1.2 -r1.3 --- Elliptic_pt.texi 12 Jul 2005 00:16:06 -0000 1.2 +++ Elliptic_pt.texi 16 Aug 2005 07:41:28 -0000 1.3 @@ -1,4 +1,4 @@ -@c /Elliptic.texi/1.7/Thu Apr 21 04:58:25 2005// +@c /Elliptic.texi/1.8/Tue Aug 16 07:43:22 2005/ @menu * Introdu@value{cedilha}@~ao a Fun@value{cedilha}@~oes El@'ipticas e Integrais:: * Defini@value{cedilha}@~oes para Fun@value{cedilha}@~oes El@'ipticas:: @@ -279,13 +279,17 @@ @tex $$E(u,m) = E(\phi, m)$$ -onde $\phi = \sin^{-1} {\rm sn}(u, m),m)$ +onde $\phi = \sin^{-1} {\rm sn}(u, m)$ @end tex Veja tamb@'em @ref{elliptic_e}. @end deffn @deffn {Fun@value{cedilha}@~ao} elliptic_pi (@var{n}, @var{phi}, @var{m}) A integral el@'iptica incompleta de terceiro tipo, definida como + +@ifhtml +@math{integrate(1/(1-n*sin(x)^2)/sqrt(1 - m*sin(x)^2), x, 0, phi)} +@end ifhtml @ifinfo @math{integrate(1/(1-n*sin(x)^2)/sqrt(1 - m*sin(x)^2), x, 0, phi)} @end ifinfo @@ -300,6 +304,9 @@ @deffn {Fun@value{cedilha}@~ao} elliptic_kc (@var{m}) A integral el@'iptica completa de primeiro tipo, definida como +@ifhtml +@math{integrate(1/sqrt(1 - m*sin(x)^2), x, 0, %pi/2)} +@end ifhtml @ifinfo @math{integrate(1/sqrt(1 - m*sin(x)^2), x, 0, %pi/2)} @end ifinfo @@ -315,6 +322,9 @@ @deffn {Fun@value{cedilha}@~ao} elliptic_ec (@var{m}) A integral el@'iptica completa de sgundo tipo, definida como +@ifhtml +@math{integrate(sqrt(1 - m*sin(x)^2), x, 0, %pi/2)} +@end ifhtml @ifinfo @math{integrate(sqrt(1 - m*sin(x)^2), x, 0, %pi/2)} @end ifinfo |