Analysis of partial constant return map from controlled manifold piecewise linear chaotic circuits

This paper presents basic theoretical results for partial constant return maps (PCRMs) from controlled manifold piecewise linear chaotic circuits. Applying the instantaneous state setting method to the circuit, the chaotic attractor is changed into various superstable periodic orbits corresponding to the PCRM. Using an efficient algorithm, an important example of the PCRM can be analyzed almost completely. A simple implementation method of the example is also shown