Re: Second derivate of at determint det(A(t))
- From: Duncan Muirhead <noone@xxxxxxxxxxxx>
- Date: Thu, 06 Apr 2006 11:26:47 +0100
On Thu, 06 Apr 2006 01:48:34 -0700, Niels L Ellegaard wrote:
I have a 1500x1500 matrix function, H(s). The matrix H(s) is symmetricWell I'm not sure how easy it would be but there is Jacobi's formula.
and in some neighborhood of s=0 it is also positive definite. I know
the 3 derivates H(s), H'(s) and H''(s) taken in the point s=0.
Now I would like to calculate the second derivate of the determinant,
det(H(s)) taken in the point s=0. Is there a simple way to do this
calculation?
Thanks in advance
Niels
See www.cs.berkeley.edu/~wkahan/MathH110/jacobi.pdf for example.
Duncan
.
- References:
- Second derivate of at determint det(A(t))
- From: Niels L Ellegaard
- Second derivate of at determint det(A(t))
- Prev by Date: Second derivate of at determint det(A(t))
- Next by Date: Re: complexity of LP
- Previous by thread: Second derivate of at determint det(A(t))
- Next by thread: Re: Second derivate of at determint det(A(t))
- Index(es):