doc_tor_matt
animated eigenvalues 1
Eigenvalues (complex numbers plotted as planar points) of a 28x28 real matrix, animated by making one entry vary back and forth in time.
See below for the animation (or view the original size via "view all sizes").
The ij-th entry of the matrix is M[i][j]=sin(cos(j)+j*cos(i+cos(2*j))).
Made with Proccessing (processing.org).
A much larger and longer video of this sort of thing is here: vimeo.com/57816037 .
animated eigenvalues 1
Eigenvalues (complex numbers plotted as planar points) of a 28x28 real matrix, animated by making one entry vary back and forth in time.
See below for the animation (or view the original size via "view all sizes").
The ij-th entry of the matrix is M[i][j]=sin(cos(j)+j*cos(i+cos(2*j))).
Made with Proccessing (processing.org).
A much larger and longer video of this sort of thing is here: vimeo.com/57816037 .