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Project commons-configuration-test has an issue affecting its community
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Thi
> > Function F(x) does not have a formula to specify the relation between x
> > and f(x), but for each x, I have got the value of f(x) by a measurement
> > machine.
> >
> > I am interested in the point xi at which the second derivative of f(xi)
> > is zero.
> >
> > Can anybody help me how to do tha
Yang, Shuli a écrit :
> Here is the problem,
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>
> Function F(x) does not have a formula to spec
Here is the problem,
Function F(x) does not have a formula to specify the relation between x
and f(x), but for each x, I have got the value of f(x) by a measurement
machine.
I am interested in the point xi at which the second derivative of f(xi)
is zero.
Can anybody help me how to do that?
James Carman wrote:
> I think this kind of stuff is perfect for lang, since it already deals
> with reflection and it is a language-level problem. It took me
> FOREVER to figure out how to do that code! :) I hope it can help
> someone else.
>
Hi James,
I can perfectly understand, at the third
I think this kind of stuff is perfect for lang, since it already deals
with reflection and it is a language-level problem. It took me
FOREVER to figure out how to do that code! :) I hope it can help
someone else.
On Wed, Sep 24, 2008 at 4:07 AM, Simone Gianni <[EMAIL PROTECTED]> wrote:
> Hi Jame
Hi James and Matt, and thank you for answering.
James' code is nice, and it is exactly what I was talking about. Anyway,
it covers one of the possible needs : the return type of a method; while
also parameters can be parametrized and in some situations (like a List)
simply knowing which type the p