Add to ORKGWe investigate Martin’s game (as described in Arruda et al. (Eds.), On Random R. E
Summary. This survey highlights major contributions of George Matheron to developments of random set...
Fix finite pure strategy sets S1,..., S,,, and let S = S, x... x S-n. In our model of a random game ...
In [Friedmann, Hansen, and Zwick (2011)] and we claimed that the expected number of pivoting steps p...
AbstractWe investigate Martin's game (as described in Arruda et al. (Eds.), On Random R. E. Sets, No...
Abstract. We study the number of changes of the initial segment Zs n for computable approximations o...
Abstract. Consider a Martin-Löf random ∆02 set Z. We give lower bounds for the number of changes of...
Motivated by the celebrated Beck-Fiala conjecture, we consider the random setting where there are n...
Abstract. Every K-trivial set is computable from an incomplete Martin-Löf random set, i.e., a Marti...
The set A is low for Martin-Lof random if each random set is already random relative to A. A is K-t...
Abstract. Every K-trivial set is computable from an incomplete Martin-Löf random set, i.e., a Marti...
The authors consider the question, "Under what conditions is the extremum of a random function over ...
Abstract. We present a notion of forcing that can be used, in conjunction with other results, to sho...
Abstract. A set B ⊆ N is called low for Martin-Löf random if every Martin-Löf random set is also M...
AbstractIn [3], Brodhead, Downey and Ng introduced some new variations of the notions of being Marti...
. ~ mathematical game is a set r = (n; Xl ' X2 ' •• • '--n; f l ' '12 &apos...
Summary. This survey highlights major contributions of George Matheron to developments of random set...
Fix finite pure strategy sets S1,..., S,,, and let S = S, x... x S-n. In our model of a random game ...
In [Friedmann, Hansen, and Zwick (2011)] and we claimed that the expected number of pivoting steps p...
AbstractWe investigate Martin's game (as described in Arruda et al. (Eds.), On Random R. E. Sets, No...
Abstract. We study the number of changes of the initial segment Zs n for computable approximations o...
Abstract. Consider a Martin-Löf random ∆02 set Z. We give lower bounds for the number of changes of...
Motivated by the celebrated Beck-Fiala conjecture, we consider the random setting where there are n...
Abstract. Every K-trivial set is computable from an incomplete Martin-Löf random set, i.e., a Marti...
The set A is low for Martin-Lof random if each random set is already random relative to A. A is K-t...
Abstract. Every K-trivial set is computable from an incomplete Martin-Löf random set, i.e., a Marti...
The authors consider the question, "Under what conditions is the extremum of a random function over ...
Abstract. We present a notion of forcing that can be used, in conjunction with other results, to sho...
Abstract. A set B ⊆ N is called low for Martin-Löf random if every Martin-Löf random set is also M...
AbstractIn [3], Brodhead, Downey and Ng introduced some new variations of the notions of being Marti...
. ~ mathematical game is a set r = (n; Xl ' X2 ' •• • '--n; f l ' '12 &apos...
Summary. This survey highlights major contributions of George Matheron to developments of random set...
Fix finite pure strategy sets S1,..., S,,, and let S = S, x... x S-n. In our model of a random game ...
In [Friedmann, Hansen, and Zwick (2011)] and we claimed that the expected number of pivoting steps p...