Abstract. We introduce resource-bounded betting go.mes, and propose a gen- eralization of Lutz's resource-bounded measure in which the choice of next.

Jun 20, 2005 · Abstract. We introduce resource-bounded betting games, and propose a generalization of Lutz's resource-bounded measure in which the choice of ...

Abstract. We introduce resource-bounded betting games and propose a generalization of Lutz's resource-bounded measure in which the choice of the next string to ...

Abstract. We introduce resource-bounded betting games, and propose a general- ization of Lutz's resource-bounded measure in which the choice of next.

Ambos-Spies, Lempp, and Mainhardt [ALM98] proved that the EXP-complete sets have E-measure zero under a different hypothesis, namely P = PSPACE. Measure theory ...

A Generalization of Resource-Bounded Measure, With an Application (Extended Abstract) · H. Buhrman, D. Melkebeek, +2 authors. M. Strauss · Published in Symposium ...

A Generalization of Resource-Bounded Measure,. With an Application (Extended Abstract). Harry Buhrman 1, Dieter van Melkebeek , Kenneth W. Regan s, D ...

A Generalization of Resource-Bounded Measure, with Application to the BPP vs. EXP Problem · Two Results on Resource-Bounded Measure · Resource-bounded category ...

TL;DR: In this article, a generalization of Lutz's resource-bounded measure is proposed, in which the choice of next string to bet on is fully adaptive and ...

We introduce resource-bounded betting games, and propose a generalization of Lutz's resource-bounded measure in which the choice of next string to bet on is ...