Add to ORKGWe give tail estimates for the space complexity of randomized incremental algorithms for line segment intersection in the plane For n the number of segments m is the number of intersections and m n ln n ln n there is a constant c such that the probability that the total space cost exceeds c times the expected space cost is e mn ln
We prove four results on randomized incremental constructions (RICs): \begin{itemize} \item an analy...
In the last lecture we talked about communication complexity. We found that deterministic exact F0 r...
We give simple randomized incremental algorithms for computing the ≤k-level in an arrangement of n ...
We give tail estimates for the space complexity of randomized incremental algorithms for line segmen...
We give tail estimates for the efficiency of some randomized insecremental algorithms for line segme...
AbstractWe give tail estimates for the efficiency of some randomized incremental algorithms for line...
We introduce a new type of randomized incremental algorithms. Contrary to standard randomized increm...
AbstractWe prove four results on randomized incremental constructions (RICs): •an analysis o...
We prove that, with high probability, the space complexity of refuting a random unsatisfiable boolea...
Randomized incremental construction (RIC) is one of the most important paradigms for building geomet...
We show that the well-known random incremental construction of Clarkson and Shor can be adapted via ...
AbstractLet EH be the hypothesis that a certain type of expander graph has an explicit construction....
This paper presents a very simple incremental randomized algorithm for computing the trapezoidal dec...
We prove that, with high probability, the space complexity of refuting a random unsatisfiable Boolea...
We study the space complexity of refuting unsatisfiable random k-CNFs in the Resolution proof system...
We prove four results on randomized incremental constructions (RICs): \begin{itemize} \item an analy...
In the last lecture we talked about communication complexity. We found that deterministic exact F0 r...
We give simple randomized incremental algorithms for computing the ≤k-level in an arrangement of n ...
We give tail estimates for the space complexity of randomized incremental algorithms for line segmen...
We give tail estimates for the efficiency of some randomized insecremental algorithms for line segme...
AbstractWe give tail estimates for the efficiency of some randomized incremental algorithms for line...
We introduce a new type of randomized incremental algorithms. Contrary to standard randomized increm...
AbstractWe prove four results on randomized incremental constructions (RICs): •an analysis o...
We prove that, with high probability, the space complexity of refuting a random unsatisfiable boolea...
Randomized incremental construction (RIC) is one of the most important paradigms for building geomet...
We show that the well-known random incremental construction of Clarkson and Shor can be adapted via ...
AbstractLet EH be the hypothesis that a certain type of expander graph has an explicit construction....
This paper presents a very simple incremental randomized algorithm for computing the trapezoidal dec...
We prove that, with high probability, the space complexity of refuting a random unsatisfiable Boolea...
We study the space complexity of refuting unsatisfiable random k-CNFs in the Resolution proof system...
We prove four results on randomized incremental constructions (RICs): \begin{itemize} \item an analy...
In the last lecture we talked about communication complexity. We found that deterministic exact F0 r...
We give simple randomized incremental algorithms for computing the ≤k-level in an arrangement of n ...