We propose a general polynomial time Church-Turing Thesis for feasible computations by analogue-digital systems, having the non-uniform complexity class BPP// ...
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We argue that dynamical systems involving discrete and continuous data can be modelled by Turing machines with oracles that are physical processes.
A general polynomial time Church-Turing Thesis for feasible computations by analogue-digital systems, having the non-uniform complexity class BPP//log⋆ as ...
Abstract: We argue that dynamical systems involving discrete and continuous data can be modelled by Turing machines with oracles that are physical processes ...
A general polynomial time Church-Turing Thesis for feasible computations by analogue-digital systems, having the non-uniform complexity class BPP//log* as ...
Oct 22, 2024 · We propose a general polynomial time Church-Turing Thesis for feasi-ble computations by analogue-digital systems, having the non-uniform ...
A version of the Church-Turing Thesis states that every e#ectively realizable physical system can be defined by Turing Machines (`Thesis P'); in this ...
<jats:p> We argue that dynamical systems involving discrete and continuous data can be modelled by Turing machines with oracles that are physical processes.
Dec 15, 2014 · One class of challenges to the strong Church–Turing thesis comes from the field of analog computation.
AN ANALOGUE-DIGITAL CHURCH-TURING THESIS ; Swansea University · 10.1142/S0129054114400012 · Faculty of Science and Engineering · facultyofscienceandengineering.