- #1
SeM
Hello, I have derived the matrix form of one ODE, and found a complex matrix, whose phase portrait is a spiral source. The matrix indicates further that the ODE has diffeomorphic flow and requires stringent initial conditions. I have thought about including limits for the matrix, however the diffeomorphism already indicates that we deal with infinity unless some conditions are applied.
I am however unaware on how to study the ODE in a Hilbert space, or simply represent it in it. I have the matrix: [ 2, i4; i5, 6] . Is there any particular thing that I have missed here? I.e. The Poincare map?
Thanks!
I am however unaware on how to study the ODE in a Hilbert space, or simply represent it in it. I have the matrix: [ 2, i4; i5, 6] . Is there any particular thing that I have missed here? I.e. The Poincare map?
Thanks!