Hi petr,
>Can the required density be understood as a piecewise
>linear function going through 4 or 5 given points?
That is my problem. The function should be nonlinear. However, we can break
it down to the first 3 or 4 points could be linear and then nonlinear
function. On the later points can we apply sort of spline function or local
polynomials?
I did not succeed to reconstruct the sequence of points,
through which the density curve should go.
>The first point seems to be (0, 0.2).
>Is 0.23 x-coordinate or y-coordinate?
0.23 should be y-coordinate.
>The density function should have the definite integral
>equal to 1. Is this true?
Yes
Petr Savicky.
On Tue, Jan 31, 2012 at 1:41 PM, Petr Savicky <savi...@cs.cas.cz> wrote:
> On Tue, Jan 31, 2012 at 12:40:35PM -0500, Val wrote:
> [...]
> > What I want is,
> >
> > 1- let the plot star from 0.2 in Y-axis rather than the minimum value,
> Then
> > goes up to 0.23 then stay flat. A slow drop when it reaches to 0.25 on
> > X-axis. Finally, when it reaches at the coordinate of (0.21,0.3) stop
> > instead of going down..
>
> Hi.
>
> Can the required density be understood as a piecewise
> linear function going through 4 or 5 given points?
>
> I did not succeed to reconstruct the sequence of points,
> through which the density curve should go.
>
> > The first point seems to be (0, 0.2).
>
that is correct!
> Is 0.23 x-coordinate or y-coordinate?
>
Y-coordinate
> The point (0.21, 0.3) has lower x-coordinate than
> the point 0.25 on X-axis.
>
> >The density function should have the definite integral
> >equal to 1. Is this true?
>
Yes?
>
> Petr Savicky.
>
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