Can a finite physical device be Turing-equivalent? - Life Is Computation
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If you believe in the following, I am going to try to change your mind: "Turing machines require unbounded memory so they cannot be physically implemented. Any physical computation device is limited in its memory capacity and, therefore, is equivalent to a finite state machine."
![Your “Inner” Turing Machine?. It is not uncommon to hear the quote…, by Edoardo Contente, NeuroCollege](https://miro.medium.com/v2/da:true/resize:fit:778/1*XybujBov6_ZOeRP0P1kDoQ.gif)
Your “Inner” Turing Machine?. It is not uncommon to hear the quote…, by Edoardo Contente, NeuroCollege
![Mathematical and Technological Computability](https://media.springernature.com/lw685/springer-static/image/chp%3A10.1007%2F978-3-319-93779-3_9/MediaObjects/420420_1_En_9_Fig2_HTML.png)
Mathematical and Technological Computability
![The Stateful Automata](https://i0.wp.com/dl.dropboxusercontent.com/s/i05152kpetd8xyc/fsm.png)
The Stateful Automata
Turing Machine, PDF, Theory Of Computation
Turing Machines (Stanford Encyclopedia of Philosophy)
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Turing Machines and Computability
![L10b: Models of Computation](https://computationstructures.org/lectures/models/slides/Slide05.png)
L10b: Models of Computation
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Mapping from a Turing machine to a chromatin computer. (A) Turing
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Can a finite physical device be Turing-equivalent? - Life Is Computation
![What does it mean to be 'Turing complete'? - Nathan Jones](https://imgur.com/Wvs5zLG.jpg)
What does it mean to be 'Turing complete'? - Nathan Jones