The main theorem of this paper is the extended coding theorem, which states that for an elementary map f : W → W , with domain D, min a ∈ D f ( a ) + K ( a ) is close to ∑ a ∈ D m ( a ) 2 − f ( a ) , for maps that have low mutual information with the halting sequence.
Nov 16, 2015 · Abstract:This paper introduces a new inequality in algorithmic information theory that can be seen as an extended coding theorem.
This paper introduces a new inequality in algorithmic information theory that can be seen as an extended coding theorem. This inequality has applications in new ...
Mar 23, 2023 · This paper introduces a new inequality in algorithmic information theory that can be seen as an extended coding theorem. This inequality has ...
Abstract. This paper introduces a new inequality in algorithmic information theory that can be seen as an extended coding theorem.
This paper introduces a new inequality in algorithmic information theory that can be seen as an extended coding theorem. This inequality has applications in ...
This paper introduces a new inequality in algorithmic information theory that can be seen as an extended coding theorem. This inequality has applications in ...
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May 27, 2013 · The Gottesman-Knill theorem asserts that Clifford computations can be classically efficiently simulated but this is true only in a suitably ...