Aug 16, 2006 · In the paper, we will follow the direction of Rice; we will investigate algebraic properties of the set of whole polynomial time computable ...
Aug 16, 2006 · Abstract: It will be shown that the polynomial time computable numbers form a field, and especially an algebraically closed field.
It will be shown that the polynomial time computable numbers form a field, and especially an algebraically closed field.
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We report on some active topics in algebraic computation, namely the theory of integration and symbolic solution of systems of differential equations, the ... [ ...
Sep 21, 2021 · This can be done in polynomial time as multiplication can be done in O(k2) time and therefore testing whether k satisfies the condition can be ...
Mar 3, 2020 · It is proved that the field of complex algebraic numbers has an isomorphic presentation computable in polynomial time.
This chapter presents a survey on one of the polynomial-time complexity theories of numerical computation based on the model of recursive analysis. The ...
It contains all decision problems that can be solved by a deterministic Turing machine using a polynomial amount of computation time, or polynomial time.
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Jun 13, 2010 · My question is whether we can computably produce such a counter just from the Turing machine program. I expect a negative answer.
Missing: Numbers | Show results with:Numbers
Our representation of real numbers as sequences of rational numbers allows us to implement real functions in a stream language. We give a notion of second order.