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From: Robert D. <rob...@us...> - 2004-11-25 07:20:24
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Update of /cvsroot/maxima/maxima/doc/info In directory sc8-pr-cvs1.sourceforge.net:/tmp/cvs-serv16165/doc/info Modified Files: Integration.texi Log Message: Change names to lowercase and enclose in @code{} as needed. Rework many examples. All examples now have %i, %o labels, and all of them work as advertised (at least on my desktop box). Strike out obsolete function INTSCE and associated variable ERRINTSCE. Strike out obsolete @c @node comments. Minor wording changes. The description of "integrate" is not very clear, still needs work. The recent QUADPACK fcns supersede the previous "dblint", "quanc8", and "romberg" fcns; I'm inclined to think those should be cut out. Index: Integration.texi =================================================================== RCS file: /cvsroot/maxima/maxima/doc/info/Integration.texi,v retrieving revision 1.14 retrieving revision 1.15 diff -u -d -r1.14 -r1.15 --- Integration.texi 22 Nov 2004 00:13:02 -0000 1.14 +++ Integration.texi 25 Nov 2004 07:20:14 -0000 1.15 @@ -7,315 +7,321 @@ @section Introduction to Integration Maxima has several routines for handling integration. -The INTEGRATE command makes use of most of them. There is also the -ANTID package, which handles an unspecified function (and its -derivatives, of course). For numerical uses, there is the ROMBERG +The @code{integrate} command makes use of most of them. There is also the +@code{antid} package, which handles an unspecified function (and its +derivatives, of course). For numerical uses, there is the @code{romberg} function; an adaptave integrator which uses the Newton-Cotes 8 panel quadrature [...1177 lines suppressed...] +(%i3) ev (%, numer); +(%o3) .6901942235215714 @end example @end defun -@defun QUAD_QAWO (fun, var, a, b, omega, trig, [epsabs, limit, maxp1, limlst]) +@defun quad_qawo (fun, var, a, b, omega, trig, [epsabs, limit, maxp1, limlst]) Numerically compute the integral using the Quadpack QAWO routine: @@ -1116,7 +1115,7 @@ @end defun -@defun QUAD_QAWS (fun, var, a, b, alfa, beta, wfun, [epsabs, limit]) +@defun quad_qaws (fun, var, a, b, alfa, beta, wfun, [epsabs, limit]) Numerically compute the integral using the Quadpack QAWS routine: |