AbstractInformation-based complexity studies problems where only partial and contaminated information is available. One simply states how well a problem should be solved and indicates the type of information available. The theory then yields the optimal information, the optimal algorithm, and bounds on the problem complexity. In this paper we discuss some recent results dealing with the average case setting, i.e., the setting where both the cost and the error are measured on the average
The structural theory of average-case com-plexity, introduced by Levin, gives a for-mal setting for ...
grantor: University of TorontoThe hardest problems in the complexity class NP are called N...
This paper takes the next step in developing the theory of average case complexity initiated by Leon...
AbstractWe introduce an average case model and define general notions of optimal algorithm and optim...
We introduce an average case model and define general notions of optimal algorithm and optimal infor...
AbstractWe survey some recent results in information-based complexity. We focus on the worst case se...
We survey some recent results in information-based complexity, We focus on the worst case setting an...
acknowledge the sunport of the Advanced Research ~rojects Agency under Contract N00039-82-C-0427. We...
AbstractA new setting for analyzing problems in information-based complexity is formulated and discu...
We survey the theory of average-case complexity, with a focus on problems in NP.
This expository paper demonstrates how to use Kolmogorov complexity to do the average-case analysis ...
AbstractWe present general results on the average case complexity of approximating linear operators ...
AbstractThis paper takes the next step in developing the theory of average case complexity initiated...
AbstractOne knows from the Algorithmic Complexity Theory11This theory is also called the Kolmogorov ...
We survey some recent results in information-based complexity, We focus on the worst case setting an...
The structural theory of average-case com-plexity, introduced by Levin, gives a for-mal setting for ...
grantor: University of TorontoThe hardest problems in the complexity class NP are called N...
This paper takes the next step in developing the theory of average case complexity initiated by Leon...
AbstractWe introduce an average case model and define general notions of optimal algorithm and optim...
We introduce an average case model and define general notions of optimal algorithm and optimal infor...
AbstractWe survey some recent results in information-based complexity. We focus on the worst case se...
We survey some recent results in information-based complexity, We focus on the worst case setting an...
acknowledge the sunport of the Advanced Research ~rojects Agency under Contract N00039-82-C-0427. We...
AbstractA new setting for analyzing problems in information-based complexity is formulated and discu...
We survey the theory of average-case complexity, with a focus on problems in NP.
This expository paper demonstrates how to use Kolmogorov complexity to do the average-case analysis ...
AbstractWe present general results on the average case complexity of approximating linear operators ...
AbstractThis paper takes the next step in developing the theory of average case complexity initiated...
AbstractOne knows from the Algorithmic Complexity Theory11This theory is also called the Kolmogorov ...
We survey some recent results in information-based complexity, We focus on the worst case setting an...
The structural theory of average-case com-plexity, introduced by Levin, gives a for-mal setting for ...
grantor: University of TorontoThe hardest problems in the complexity class NP are called N...
This paper takes the next step in developing the theory of average case complexity initiated by Leon...