In this paper, we consider whether the set $G$ of GPAC-computable functions is closed under iteration; that is, whether for any function $f(x) \in G$ there is a ...
In this paper, we consider whether the set of GPAC-computable functions is closed under iteration, that is, whether for any function f(x)∈ there is a function ...
In this paper we go back to the roots of analog computation theory by starting with Claude Shannon's General Purpose Analog Computer (GPAC). This was defined as ...
In this paper, we consider whether the set G of GPAC-computable functions is closed under iteration, that is, whether for any function f(x) is an element of G ...
In this paper, we consider whether the set G of GPAC-computable functions is closed under iteration, that is, whether for any function f(x) 2 G there is a ...
In this paper, we consider whether the set G of GPAC-computable functions is closed under iteration, that is, whether for any function f(x) G there is a ...
In this paper, we consider whether the set G of GPAC-computable functions is closed under iteration, that is, whether for any function f(x) 2 G there is a ...
In this paper, we consider whether the set G of GPAC-computable functions is closed under iteration, that is, whether for any function f(x) 2 G there is a ...
In this paper we go ba k to the roots of analog omputation theory by starting with Claude Shannon's General Purpose Analog Computer (GPAC). This was de ned as a ...
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Which type of computer are a combination of both digital and analog computers?
Bibliographic details on Iteration, Inequalities, and Differentiability in Analog Computers.