Affine control systems under equal time and analytic feedback laws applied to edge quantum computing

We propose simple feedback control systems that work as quantum computing apparatuses applied to industrial terminal edge. The important point of quantum calculation is to keep quantum wave as superposition states. So far, the authors have proposed quantum computing by measuring the motion trajectory of macroscopic mass points. The purpose is, for example, to equip the microcomputer of the terminal of the vehicle with an unnecessary quantum computer of a large-scale device. However, it is necessary to search for a system that is easier to use than mass motion. In this paper, we show that an affine system becomes a quantum system if appropriate feedback is input, and that this is applied to quantum computation. One of the authors has developed optimal quantum mechanical feedback for nonlinear control systems. This method is applied to a time invariant linear affine control system with quadratic costs selected for concise explanation. As a result, systems that follow thermal phenomenology can be treated as quantum systems. Replace qubit and control apparatus that drives the qubit state in the current quantum computer with a fluid box and fluid temperature feedback loop. This gives a new quantum computer system without peripherals to keep, for example, cryogenic temperature.