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last edited 16 years ago by kratt6 |
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Editor: kratt6
Time: 2009/01/13 04:08:03 GMT-8 |
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| Note: duplicate of #301, which was fixed in FriCAS | ||
added:
From kratt6 Tue Jan 13 04:08:03 -0800 2009
From: kratt6
Date: Tue, 13 Jan 2009 04:08:03 -0800
Subject: duplicate of #301, which was fixed in FriCAS
Message-ID: <20090113040803-0800@axiom-wiki.newsynthesis.org>
Status: open => duplicate
For some reason
(1) -> y:=operator 'y
| (1) |
seriesSolve(-1+(1-2*x)*y(x)-(1-4*x)*D(y(x),x)=0, y, x = 0, [1])
Compiling function %D with type List(UnivariateTaylorSeries(
Expression(Integer), x, 0)) -> UnivariateTaylorSeries(Expression(
Integer), x, 0)![]() | (2) |
fails. We need to expose UnivariateTaylorSeriesODESolver first:
)expose UnivariateTaylorSeriesODESolver
UnivariateTaylorSeriesODESolver is now explicitly exposed in frame initial seriesSolve(-1+(1-2*x)*y(x)-(1-4*x)*D(y(x),x)=0, y, x = 0, [1])
Compiling function %H with type List(UnivariateTaylorSeries(
Expression(Integer), x, 0)) -> UnivariateTaylorSeries(Expression(
Integer), x, 0)![]() | (3) |
Furthermore, the documentation of seriesSolve is not quite clear to me. Why does:
seriesSolve(-1+(1-2*x)*y(x)+x*(1-4*x)*D(y(x),x)=0, y, x = 0, [1])
fail - it should give the Catalan numbers.
Martin