- #1
mnb96
- 715
- 5
Hello,
how would you solve an homogeneous system of the form [itex]A\mathbf{x}=0[/itex], with the constrain [itex]<\mathbf{x},\mathbf{x}>=1[/itex]. The matrix A is symmetric, but I don't know if it matters.
There should be a method involving eigenvalues, but strangely enough, I can't find it in any book.
Thanks!
how would you solve an homogeneous system of the form [itex]A\mathbf{x}=0[/itex], with the constrain [itex]<\mathbf{x},\mathbf{x}>=1[/itex]. The matrix A is symmetric, but I don't know if it matters.
There should be a method involving eigenvalues, but strangely enough, I can't find it in any book.
Thanks!