Low-cost Monitoring and Control for Multi-dimensional Time

An important class of statically-analyzable loops is affine control loops (ACLs). Expected value signals related to fluid preference, the expected magnitude, or probability of reward were decoded simultaneously with the intended goal. An inverse method was also used by previous investigators to reconstruct the input signal of a saccade from the Fourier transform of the padded and mirrored position profile and the impulse response of the system model. In this paper, we present the application of independent component analysis (ICA) to decompose the components of saccade and vergence eye movements.