We introduce the AnaLogic Wave Computer in an algorithmic way by introducing the a-recursive functions. We show that elementary waves can be used for practical purposes and describe a new algorithmic thinking, motivated by practical and nature made experience. Next, three types of computational paradigms (Turing machine on integers, Newton machine on reals and CNN Universal Machine on flows) and the respective computational complexities are introduced based on practical and physical measures, along with some of their surprising properties.
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