Publication date
June 2008
DOI Publisher
American Mathematical Society (AMS) ISSN
0002-9947 Citation count (estimate)
58Abstract
10.1090/S0002-9947-08-04395-XTransactions of the American Mathematical Society36063193-321
10.1090/S0002-9947-08-04395-XTransactions of the American Mathematical Society36063193-321
In this study, we develop a technique to measure randomness and complexity for various systems. The ...
AbstractThe structure of the K-degrees provides a way to classify sets of natural numbers or infinit...
1 Introduction Recently there has been exciting progress in our understanding of algorithmicrandomne...
10.1007/978-3-642-15240-5_19IFIP Advances in Information and Communication Technology323 AICT259-27
Abstract. One approach to understanding the fine structure of initial seg-ment complexity was introd...
Abstract. One approach to understanding the fine structure of initial seg-ment complexity was introd...
Abstract. We study oscillation in the prefix-free complexity of initial seg-ments of 1-random reals....
Abstract. Schnorr famously proved that Martin-Löf-randomness of a sequence A can be characterised v...
Abstract. We study oscillation in the prefix-free complexity of initial seg-ments of 1-random reals....
AbstractWe study oscillation in the prefix-free complexity of initial segments of 1-random reals. Fo...
We compare various notions of algorithmic randomness. First we consider relativized randomness. A s...
Schnorr famously proved that Martin-Löf-randomness of a sequence A can be characterised via the co...
Schnorr famously proved that Martin-Löf-randomness of a sequence A can be characterised via the co...
Abstract. We compare various notions of algorithmic randomness. First we consider relativized random...
In this study, we develop a technique to measure randomness and complexity for various systems. The ...
In this study, we develop a technique to measure randomness and complexity for various systems. The ...
AbstractThe structure of the K-degrees provides a way to classify sets of natural numbers or infinit...
1 Introduction Recently there has been exciting progress in our understanding of algorithmicrandomne...
10.1007/978-3-642-15240-5_19IFIP Advances in Information and Communication Technology323 AICT259-27
Abstract. One approach to understanding the fine structure of initial seg-ment complexity was introd...
Abstract. One approach to understanding the fine structure of initial seg-ment complexity was introd...
Abstract. We study oscillation in the prefix-free complexity of initial seg-ments of 1-random reals....
Abstract. Schnorr famously proved that Martin-Löf-randomness of a sequence A can be characterised v...
Abstract. We study oscillation in the prefix-free complexity of initial seg-ments of 1-random reals....
AbstractWe study oscillation in the prefix-free complexity of initial segments of 1-random reals. Fo...
We compare various notions of algorithmic randomness. First we consider relativized randomness. A s...
Schnorr famously proved that Martin-Löf-randomness of a sequence A can be characterised via the co...
Schnorr famously proved that Martin-Löf-randomness of a sequence A can be characterised via the co...
Abstract. We compare various notions of algorithmic randomness. First we consider relativized random...
In this study, we develop a technique to measure randomness and complexity for various systems. The ...
In this study, we develop a technique to measure randomness and complexity for various systems. The ...
AbstractThe structure of the K-degrees provides a way to classify sets of natural numbers or infinit...
1 Introduction Recently there has been exciting progress in our understanding of algorithmicrandomne...
Add to ORKG