Hi:
Use the PolynomF package. Once you've installed it from CRAN, try the
following code:
library(PolynomF)
example(PolynomF)
The example contains a block of code to construct a list of Hermite
polynomials which are stored in a list object named H. After you've
run the example, try
deriv(H)
integral(H)
A careful reading of the documentation should help you solve a number
of useful problems.
HTH,
Dennis
On Sun, May 29, 2011 at 12:27 PM, Amanda Zeqiri
<amandazeq...@hotmail.com> wrote:
>
> Hi, I'm a student studing for Math. & Infor. Ing. in Tirana,Albania and a
> have a final project in R to finish in a week, so I badly need your help...
>
> The topic of the project is "Hermite Interpolation" and a I have allready
> done a script that finds the approximation in a certan point x, H(x) ~f(x)
> but i want to find the value of his derivative H'(x)~f'(x) as well and to do
> this I need the polynomial form of H(x)=a1*x^(2n+1) + a2*x^(2n) + ... + an
> but R requires x to be a value not a declared variable. Then I want to find
> the derivative of this polynomial and evaluate it.
>
> So my point is how can I built a function f(x)=x^+x+1 and do its derivate
> dipending on x.
>
> I also tryed:
>
>>library(Ryacas)
>>x <- Sym("x")
>>Simplify(deriv(sqrt(1 - x^2),x,2)) but It didn't work
>
> please help me or I'll have to repeat the year and it's my last year.
>
> Thank you
>
> [[alternative HTML version deleted]]
>
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